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data:image/png;base64,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1Sprite_sorbet_shark_1One of my many hobbies is being an artist3Here's two of my art pieces!2unfinished artthis one was never finished lolll21bunni artAnd heres my "persona"21Sprite_sorbet_shark_1 Actually in middle school I had done coding for a robotics program4It was pretty cool putting all the things together and program the robot to do different things4tumblr_02d11fbb23a236d5bd8d1fd9f92afdc7_62f8e720_400Heres a photo I found of me in the program :)21me lolHere's me coding the robot besides me.21me with roboAnd look at me! Holding the robot my partner and I coded4I LOOK CRAZY LOLL21Sprite_sorbet_shark_1Since i've techinally took a CS class before , iI feel as if I won't struggle as much as I first did.41tumblr_02d11fbb23a236d5bd8d1fd9f92afdc7_62f8e720_400Besides that , my favorite uses of technology are my laptop and ipad. I use both for games. LOLL41Sprite_sorbet_shark_1Thanks for listening , Peace!21Sorbetsharkbase5