data:image/png;base64,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gYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC

1,2,4,-8 ,5,6,9,8,-3,10340true01101,2,4,8,5,6,9,8,3,102,4,-8 ,6,8,10