@keyframes rwdcur153353 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe3WX2jWZRQH8M9edY0tNntzM/+wiYhIDfFiVEYsiREmQQbqtAwkwjvN/oAXCrWLLkI0JEQCvYmGEoWVF8MJQUhBRBgtRor0dwgT/2UW0+19TxfPT/f6bi3Dd3rTgYcfv/Oc55zvc873HB7usFSVK4Ic6jEVV3FpjFEFJTeObnoWHKozMLcHQHb7clDVtw1AFcWnGdzBo0azMDWYFywK7ptUAHAB0zj0PRsxHzWozWzzwd2TCqAFW+bRT9cpVqMZbXgiAzSpJbGcQjSLmCVOEuc4HJwIjgTvBq2RsjI5sukaAOOuT4KVwZKoUCbGlGADOb+XKPI3bLdKs2E6ZkTiRmUB7KF4w91qMJNfcIF+qRP+yoBUHkA9TENDCiyHIVry3MNT2F96LioNoFAK4K5MMYLzozaDbJJyM1TRMR1M76EQDSLyImaOT8ZDxAGeLTmXDxbHOGM7qJlodkwt+6+5TLpxNQZLdrbiLM6zcj7dO3W/R/F5TuEZXMF3+Lgk+FwslEAMVKX9G6S8BGe+gnV4rET7MKZItBtCgedeJ8+Bi7wpkXE1lgZtwdxgRnZycbbaI3XPxPIahXiyLO11YqQ/W32i8LkY/kMMXxT7ks3uzHZ78FawKtgZ9AW/BfuDrmBBebzyEmiDnhLFQ1hK1Vl2t3MpO/QtipLHX9ncnKw70Su1ajMWZeYv4ANpgJ2pSm7GB3CMXOc2isuJFqqOJ33uHR7AQjrncRoDuDxCzRTaj9HdkMZ0a7XUnlexZNT1jxJJW/HlRFWI4YIYLop1xDdE8WURnaKX+DCluj1jdw6u0HGYiMaSss0SX4yW8USwPlgTrJhwdnQQhV6xKl2ifc/s2Tt6MkfF7eIo8Wci13U5SdOr5QBKWngwfddm3Lh/ovgaiY1EG8vgDZp2EYVPRXGbOE0cSQ6vd9BRalcTn0n7Q0RfCYm/Tt8FQdPNTM5Ae7luxdiB1FRq8AP1I8w/zosHr2WjQQwQe299YmubSxTeT8EHiI/KAGRS+ziF2CVilfiZ+IkoJOLdssRm4iCx9Z9vtAYRe8Xb2cgeScSryFtyRl1d3RZ0TGBT20WsJzYksi7LXlDjPf8nRV5BjJwTjSlLa//tQKWRDcBL97IP2yrs/GblkTlz5izDg3co/v/y3+Rv0BWOMLyUt00AAAAASUVORK5CYII=) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur153353 1.3333333333333s linear infinite forwards;
}
