@keyframes rwdcur203399 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe2WT0wcVRzHv+/N/gHcXUZ2SwkSdmNLQ4mJtFICE0uMfw410UMTY9BDJSa2Fw8zjWc9NNZ4mEk91VsTY7wYTHpylSg1cTwUSUrZRArSBRzon227ZRd2GN78nofu1pW0GJYePOx3Mnl/5vfe53OYyRuGbWJqVjeAHgABAFkA04atr2+3Zqdhj4A2APgAwHAymlTVNlXwIKOis8YXi4uhDX9jFMA3hq1PPXEBU7NeBzDc39/f2/HaMy4AqrqFJFBuMtcwMTahlvzSOcPWz+9WQKmCn9rTuOeTVz98Ja52q34ZysqtBECMQTbtbXSTz6eKckYePdJ6pD29lB7ftYCpWS/Hw/EzQ6ePejzIZRmICrjSSoIvCZJxtpnoja9ilh3uS/TF0ktpu1YBXm7f1U4OUtUcB8CLS2uh699dj8xcuBZzflpu8l3BISVJIpIE2v/2vuVoMDpialZnrQIBU7MGetp7XgxGg1QlhJkL10IZJzMG4BKAPBw8F5l46uTgW4PLDYkGTxIEAHQd7MpNTk2+A+CzmgQAHGsfaq+MOQAsX1rhGSfzlWHrn1bVjpmaNX/524mz2sjgHFMYSQISvYm7/CobMTXrc8PWaSvgv8IBHI7ti1b6HAAm7UkOwNxabNj6xbyXH739++0IeSSkIKGEuBcLNrsAnt0pvAJNbJ3zyJszbN19zJql9ZulAIl/rqZAkwAQq0UgAKAIIIJ/f/Mt26xpUcKKR5uSAIBxoOSXKvvsOBzA/Jqz5pU3yJNHuWQ02WBq1ntbi03NSilMOaEeUG+RICF9Sb5HWPVWQwD+qkUgAODnG7/e7Eu9mVr1XeGKku92ap0550fntKlZMQCjAPIAhgAMd3d0zythZV0K4pIxKiwUWnzp/1LrGREAcDHzZ+bj1hutLoDi5tqmK4ncQy8cGncyzhv3Nu6975EXUENqPtmVzEZTkUUSxHmAg3HJs9PZDgDnaoED5bPA1KxTyWjyROql1JTvCk+UfO9hgcI4VxgHY5wpDIwxzoMPxvk/8m1XZq9cM2z9o1oFOAAYtn5+obDwQ3Y8u1+UfNr6HAAg5cMu+RL3Z+8npuemDwD4ulY4UHUYpZfS4wN7B9rvOHeONYea88FI0GWMMTCAccYASMbAyKNg9rfswdmV2XkJecaw9cu7EXjU/8BxAGfj4fitRFMiF346XFQaFbFxd0MtFAqxlfWVNkHiS8PWv9gN+LECZQmOB2+9BqALgApgGsBVAN8btr76JOD11FNPPfXU87/I3/NWprunl5kuAAAAAElFTkSuQmCC) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203399 0.53333333333333s linear infinite forwards;
}
