El término animal exótico se utiliza en Medicina Veterinaria para incluir aquellas especies que puedan ser llevadas a un centro veterinario de pequeños animales y que no sean ni perro ni gato.
Por tanto, incluimos en este extenso grupo a :
Aves (canarios,periquitos,loros,etc)![](http://2.bp.blogspot.com/-rTM-BTV4yzU/T8QbgS-G0bI/AAAAAAAAeIM/AbWpbEN9Z6Q/s1600/Loros-y-Cotorras_Imagenes-de-Aves-Exoticas_01.jpg)
 Reptiles (tortugas de tierra, igüanas,serpientes , culebras,...)
![Resultado de imagen de foto tortugas](data:image/jpeg;base64,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)
![Resultado de imagen de foto iguana](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSmnguemlHSFdbzrx78ChBfV_nAd9P6sLQH_nwu4tSYfN5HVvQy)
 Pequeños mamĂferos roedores( hamsters ,jerbos,cobayas,...)
![Resultado de imagen de foto roedores](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTZBtZ68QDSk9nSoVjj59-3nnSj5Pgr2hRB7g6ko0sq-73Wzcuwdw)
![Resultado de imagen de foto conejito](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRt6yz4Oa-sRs0EV7k6KA-6iUUwpP4yjn4hpphrtFjTwqsYIRDkbg)
 Otros mamĂferos como hurones
Peces,anfibios( tortugas,etc).