Teoria de Steven universo: Leão 3 ( comentando)
No episódio 35 da 1 temporada de Steven universo, ele descobre que pode entrar dentro da Juba do leão. Lá ele encontra várias coisas e se vocês prestarem atenção tem uma bolha na qual as gems usam para capturar espécies que não são da terra, ate mesmo gems.. Este objeto que está encapsulado dentro da dimensão do leão ( a juba) é provável que pertence a Rose Quartz.
![](https://vignette1.wikia.nocookie.net/stevenuniverso/images/2/26/BismuthNewest-0.png/revision/latest?cb=20150719040003&path-prefix=pt-br)
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)
( Muito parecido com o elemento químico bismuto)
![](https://vignette1.wikia.nocookie.net/stevenuniverso/images/2/26/BismuthNewest-0.png/revision/latest?cb=20150719040003&path-prefix=pt-br)
( Muito parecido com o elemento químico bismuto)
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