| Pokémon | Biome | Typical Coordenada Hotspots | | --- | --- | --- | | | Desert, Sunny weather | Dubai, Los Angeles, Sydney | | Larvitar/Tyranitar | Mountain, Rocky | Denver, Swiss Alps, Zaragoza city outskirts | | Beldum/Metagross | Industrial, Magnetic Lures | Tokyo Bay, Rotterdam, Pittsburgh | | Magikarp/Gyarados | Water (Rainy weather) | Venice (Italy), Seattle, Osaka Aquarium area | | Riolu/Lucario | Not wild (Eggs only) | N/A – hundo Riolu comes from 10km eggs, not coordinates | | Ditto | Anywhere (disguised) | Random – impossible to coordinate reliably |
In conclusion, Pokémon with 100 IV coordinates are the ultimate goal for many trainers. With maximum stats, a competitive advantage, and rarity, these Pokémon are highly sought after. While obtaining a Pokémon with 100 IV coordinates is challenging, trainers continue to strive for perfection, pushing the boundaries of what is possible in the world of Pokémon. Whether through breeding, chain catching, or using IV checking tools, the quest for 100 IV Pokémon remains an exciting and rewarding experience for trainers worldwide. pokemon 100 iv coordenadas
Because wild Pokémon spawn are identical for all players over Level 30 (IVs, CP, and moveset are the same), the community realized they could crowdsource the locations of perfect spawns. If one player finds a 100IV Larvitar, they can share the coordinates, and thousands of others can catch the exact same one. | Pokémon | Biome | Typical Coordenada Hotspots
: IVs are randomized for players under Level 30. If a Level 40 player finds a Whether through breeding, chain catching, or using IV
While specific 100 IV spawns are temporary (lasting 15–30 minutes), these locations are renowned for high spawn density and active reporting: Santa Monica Pier 34.0092, -118.4976 Central Park, NYC, USA 40.7812, -73.9665 Zaragoza, Spain 41.6611, -0.8937 Shinjuku Station 35.6900, 139.7000 Sydney Opera House , Australia -33.8568, 151.2153 Ibirapuera Park -23.5874, -46.6576 Key Tools to Find Coordinates Finding a "Hundo" in the wild normally has odds of 1 in 4,096
