@keyframes rwdcur86192 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe2UWWgTURSG/5m5k20mySTN1BhrHJWKWJe6FOqCC+5SQcUF3NCiKC4UUcQHRUREQXDBBwVxKyqKKKJQShShrRoVRa0aSRWtC0Wz2XZiOpNMJj4JUhtMseJLvrcL5/B/nHPvBfLkyZMnT54exFdzy9DdHupvAv119+inT18VpZJaS/TFq8UFFm2PAu5YUXlZ9QN/YPKy5bOvl08c1zMCVy5cIw23H5aav0WnmZAsc3CMZDNqEsOmhUw8qfDmtIWmMsiEFLxTLcrn75TJ0M92o9jrPDZj9YY7UvFAPWeBHVv2Oj+8b5lIkIm5HRY3EwktKTCm51hZxWAXzJ9bEjrpm4h7xBEiFKTxMRDGk8ZmlDgEaAWCxjMa4TkTwhEZLpFDirU2UXzvtauOHK7vnEV+PZw9ftLwqMa/qeNtcKukJjxOG9tqJx2PjINtdSpnOtq/ZPTj6YuWJbYvqDwoQt6mfkmATqfRRhhQCRWXwi0on+CtkUYOrbJ73B6nmkJ77KtBtGRMclQnncN/E3BzOl02UriTNJp9DO8KranaEurccPXMeSlQfbWSpeLoSCeRIAQNz8PQKQFeqwYKVKBq565mAM1Z95lNYNbKdQqAZ9mKD1SuH/Lh7LkLQizipAutUOUkmlQCFy+CADDSGQhmZzCX4C4FsnHowAn+bsOLfa+fNW8oTYaJzWpCLCLD5BLxOs7DTqfAUhmAotGrpLixOwJ0LkWTppR5S4d5Fw5UI8TMMOhQUjCbjXCMHlU7aPqY1vcqi6BqgeyVWucuX5R1gl2R0wT27j41NBWOOQewNhA9Bl7RwDocOulVuHHq8DH7vZKb79OnMMRbLYKnb1GXzy0bf/wHam/6KuJyfOabpk/zai/fK5JIFDxhEBfdgXO+6pJoKGwrKBTbAUBua3NZ7fZIdwT+uIIJU8bVLFy6YLOmaRf7j5AgjB0PZcgoTTbY7gPAz3AA6G44kMMKeJ7XmwJB58vG4JMVq+fbOY7Tb9fWV/h8D3O6P/8Ef71/8vnTl7z/TUBua7f8t/A8eXqaH6P7GrnL2PqYAAAAAElFTkSuQmCC) 0 0, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur86192 1s linear infinite forwards;
}
