data:image/png;base64,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: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+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCBig flakes fall faster (duration is shorter).
Small flakes fall slower (duration is longer).
if size is 100%, duration is 0 (fastest move).
If size is 0%, duration is 0.05 (somewhat slower).4Happy New Year!,La Mulți Ani!,felice anno nuovo,"С Новым годом, новым счастьем!",नववर्ष की शुभकामना,feliz ano novo,سنة جديدة سعيدة,happy new years mate