data:image/png;base64,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:image/png;base64,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

rapjazzcountryappearNext

hideLoading1Selection: IF/ELSE statement. If the album name starts with a vowel, the cover will be pink. If it starts with anything else, it will be orange. (2 DIFFERENT CALLS FOR THE PARAMETER).appearArtAdds the art to make the cover look a bit nicer.Iteration: swirling of the loading sprite happens 100 times to make it look like it is taking time to generate the album cover."Album Name Answer" = parameterSequencing: Loading sprite section finishes first, then the background color is determined based on parameter input, then name is said and art appears.

0New Orleans ,Jelly Roll ,Manhattan ,Parisian ,Stardust ,Moonlight ,Golden ,Bourbon Street ,Silver ,Low Down Trio,Jazz Band,Eagles,Fellas,Memories,Chancellors,Gentlemen,Bellies,Magnolias,RollersYoung ,Rich ,Lil ,Big ,DJ ,MC ,Bustah ,Shiesty ,Icey ,Junkyard ,Da ,Wheezy ,Notorious Osprey ,Trillionaire ,Cube ,Wallet ,Brick ,Sheezy ,Garfunkel ,Baby ,Pitbull ,Dawg ,Quadrillionaire ,Ghost ,Baller Flying ,Running ,Yelling ,Strolling ,Jumping ,Floating ,Growing ,Sitting ,Strumming ,Chivalrous ,Morose ,Fly ,Campy ,Fickle ,Troubled ,Luxuriant ,Exigent ,Feral ,Hemmed ,True ,Slain ,Creased ,New ,Striking ,Paved ,Bluish ,Foxy Tables,Fruits,Navels,Anchors,Mass,Sparks,Clan,Furs,Squash,Minds,Clouds,Pages,Totes,Doctrine,Mesh,Angles,Heat,Arms,Anvils,Pearls,Gears,Error,Waves,Deities,Roads,Penguins,GrandpasAlbemarle ,Appalachian ,Bluegrass ,Blue Ridge ,Texas ,Southern ,Missouri ,Kentucky String Band,Mountaineers,Jug Band,Cowboys,Fiddlers,Boot Wearin' Brothers,Wanderers,Country BandA,E,I,O,U,Y