song: stronger than you (steven universe) by rebecca sugar requested by @ultrafuntime-kumi lyrics: This is Garnet Back together And I'm never going down at the hands of the likes of you Because I'm so much better And every part of me is saying "Go get 'er" The two of us ain't gonna follow your rules Come at me without any of your fancy tools Let's go, just me and you Let's go, just one on two Go ahead and try to hit me if you're able Can't you see that my relationship is stable? I can see you hate the way we intermingle But I think you're just mad 'cause you're single You're not gonna stop what we've made together We are gonna stay like this forever If you break us apart we'll just come back newer And we'll always be twice the gem that you are I am made o-o-o-o-of Lo-o-o-o-ove o-o-o-o-of Lo-o-o-o-ove Lo-o-o-o-ove Lo-o-o-o-ove Mm mm mm mm mm This is who we are This is who I am And if you think you can stop me Then you need to think again 'Cause I am a feeling And I will never end And I won't let you hurt my planet And I won't let you hurt my friends Go ahead and try to hit me if you're able Can't you see that my relationship is stable? I know you think I'm not somethin' you're afraid of 'Cause you think that you've seen what I'm made of But I am even more than the two of them Everything they care about is what I am I am their fury I am their patience I am a conversation I am made O-o-o-o-of Lo-o-o-o-ove o-o-o-o-of And it's stronger than you Lo-o-o-o-ove o-o-o-o-of Lo-o-o-o-ove And it's stronger than you O-o-o-o-of Lo-o-o-o-ove o-o-o-o-of And it's stronger than you Lo-o-o-o-ove o-o-o-o-of Lo-o-o-o-ove 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:image/png;base64,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