@keyframes rwdcur104290 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhe3WXWiWdRjH8c+9rTl9Zratbay5WVo9ofkyl2azpstY1hwGhidFENWBIR0kvXjSC0gonYZk1mGFHQRhLwPD8GBQYoJZEdGazreWzrFIF/q0fwfPvfmwnrlnD44I9oM/3HD9/9f1vX739b+5mdKU/kcKk7G3YBKKT+hMLgBhYR7VF+QIMR5A2IMb8gAowF05QFwNIKzGxhfmq84D4Dwu4pFxIMYCCLdhHTxToyoPgEsowWaEN5aMCZENICSRwpbH5vLyz6blAVCK3Whpq2V2YkwnikYXfxVfxIFd7/+qOWJvRjxXgBR+Q/+5yypODmpHF46mc0TD+zIdCH/eV+mgtPXT4+DbgevxBBqxAc1YiVcQwrNCR7N6JKVh10nbX4WKliq2XpCMm6oc1cgwQNiOREO5RXgIr2PtnFKtcSfdSMTPp7ELt8JgBw8Wa8d8HMdrGMKsimI2lNNdpnR6kQGUozMDogAhvLlUAuoT9uMQVn66St2xx9WiHwMoQ09s74LtDSrgwxrM0y49cBsbb9S4KakIJ/suOf70j3wevDOYUoAaNMxNWB9DpB0oiNxbn3Dqg2PO4hNoux0pQyIl2IYXpYerFjp/14G+j3tAIZaur1e5u56dqz2PE9h/5JyLh/u1xvYXomReqd6MVxBFW751pueCo4fPK0MfsYlDZi+v0hZ337QpaRqKsWPvKREqWqv58ohvMHDuLxqWICUZ5/kKM7bNdM/yapewGD/t6/V1un40PAPRw7H107DIFXUd7LUixrEzshgrMBh3pHYGvwTfobvzLP7GkI/wHpqg5oSqZWX68EA8KzJuQqbCZsIBQgiJEMKTYQehIz0wE1p3E24mhKfuCCE1L/yxqjbUXImPaPSHKHoL1yF9EdOdLnv0lpF4jssa6avo3RYKWx06cMqZLJ1n+xJGTfDDLBRIoryxPJtbV9XWtXM8B6nPMOT+LMXHAoAourMLwWXy+hso3VaoKVHCSzNF0a6sxXNRaCT0rr7pX+9uvHPh+7pwek3dRM9lT7Yny/CMC7Bn4TUpPpJwogDXsnhm0snYO6Up/bf6B0OoAHtkzHZMAAAAAElFTkSuQmCC) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur104290 0.83333333333333s linear infinite forwards;
}
