data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCmisslegame overmisslegame overmisslegame overMove left and Move right are created blocksRight click on created blocks too see there functionsthis is everything that starts the game. when this tan area is in the game then ens and the spaceship explodes

This will make the spaceship go left

this is how the spaceship will go right