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+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC

0.135Standing

0.07-2402400.07-240240

-240

00