The 292nd Pokemon in Pokemon emerald is Shedinja.
Ways to obtain this Pokemon in Pokemon emerald:
You need to get a nincada, to get nincada you must go to route 116,
find it and catch it in a patch of grass, however it is an uncommon Pokemon, so it may take some time.
After you manage nincada raise it to level 19(daycare recommended)
have it last in your party, give it a poke'ball and have 1(one) empty space
in your party, then level it up(rarecandy or epx from battle)
then you will get Shedinja. (this is the only way to get shedinja in emerald unless you get it in a trade) HOPE THIS HELPS
exploud,a normal type.
ABXY
Sadly, no. The creators of the game forgot to add in the Pokedex, so trading is impossible without GameShark. :(
Kyogre, you can get it from a trade or from Sapphire or Emerald.
another trainer gives you superpotion and then you give the pysducks it I got stuck at that part too
Yes, there are Pokmon games available online. One of the best would have to be tppcrpg.com, which is free and allows you to do the same functions as the handheld version of Pokmon--catching, training, and battling, that is.
292 is not prime. 292 = 2 * 2 * 73
you can't get the black flute in leaf green but you can in Pokemon ruby, sapphire and emerald then trade it to leaf green.
292 is not a prime number, it is composite.
go to mossdeep city then head left and go past the white rock at the end their should be a house with a fisherman in it and he will give it to you
292-2222 292-2222
latios and latias appear in random patches of grass and areas of water after you catch Rayquaza or make him faint.(after saving the world in Sootopolis.)
It is 146
ABXY
Sadly, no. The creators of the game forgot to add in the Pokedex, so trading is impossible without GameShark. :(
1 x 292, 2 x 146, 4 x 73.
292% = 73/25 or 223/25
The number 292 is a composite number because it has factors other than 1 and itself. It is not a prime number.The six factors of 292 are 1, 2, 4, 73, 146, and 292.The factor pairs of 292 are 1 x 292, 2 x 146, and 4 x 73.The prime factors of 292 are 2, 2, and 73.The two distinct prime factors of 292 are 2 and 73.The prime factorization of 292 is 2 x 2 x 73 or, in index form, 22 x 73.