@keyframes rwdcur104804 {
0%,3.3090909090909%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
3.4090909090909%,8.9909090909091% {cursor:url(data:image/png;base64,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) 8 8, auto;}
9.0909090909091%,14.672727272727% {cursor:url(data:image/png;base64,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) 8 8, auto;}
14.772727272727%,20.354545454545% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20.454545454545%,26.036363636364% {cursor:url(data:image/png;base64,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) 8 8, auto;}
26.136363636364%,31.718181818182% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.818181818182%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.081818181818% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.181818181818%,48.763636363636% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48.863636363636%,54.445454545455% {cursor:url(data:image/png;base64,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) 8 8, auto;}
54.545454545455%,60.127272727273% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60.227272727273%,65.809090909091% {cursor:url(data:image/png;base64,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) 8 8, auto;}
65.909090909091%,71.490909090909% {cursor:url(data:image/png;base64,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) 8 8, auto;}
71.590909090909%,77.172727272727% {cursor:url(data:image/png;base64,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) 8 8, auto;}
77.272727272727%,82.854545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2UXUxbZRjHf6ctbVc+xsfCSGXMTT42BES7jLFMjFucqFOTuYWI2zQGNUaTVr0w4WJmMSa6mNhmwaiQiJgw6yBOvRhbMuYgJKBsLHRuyFzH6rKtDKiFAqUt5/WixQsog1PCHf/k5Jw878n7/73v8wErWtFSZLYueQtJoaEBMAI+oAwoAWqwWZyxAmiimCQDmYAPm2Vg1momkAAkAY8A6UA+4MRsVQFabBa/EgBVlFgGoAVSMVv1s9YmIm8Z+AKoBVoj5vuAA5EDLFpzbwBGAAPgjzxhmXYKfF64cRm6zsL4SDhutsYDRcCDwGgEbtGKXgNmqwabJRT5PoJn8DAp6TDpY5dWkC7GeLFsK3EaiZeqP4HyQxWRw/Rhs1xUAhAtBfxvHtYNAn7ILoa7N0kWkwRRM+oPAnD842pwdNgJp0dR/ucHmJHZqgEucd0B8jTcu40sSTSNBHnzlw76B8d5+dMamPID9AO3lAJEq4EZYxko4OofPex9B5wOiNMSQMOeNDX/SqnIQlBVUkCd/Ufo+PWKUnOIdgNm6xrCRfUYoGF6GiQJUjJgYpQE4SdZnuC1rRvx+kNsLNwCaUaidEyMADDTRjIwhM8DLQ3guQv7zdhrPmOVmEKnUWFM0uHyTkFWLkBuLJNRPSeyrTxEeNiMcfYHZ+37b6MLhLgy5AF9PJh2cvFEPekGLb2DkzS6x2BdzlHgT2CQrhahBOB+o1h8/vX3nLzsQg0YRIBTg164dR1Wp4L7H9Dq+KiygiNn2uGhwoexWRTXwfwAT+4XqFSwfhPE6ajUeNCLAG5VMiEkTmfvYN+1VtTI2J13IPfRZ4A2bJaJefeMovnb8NwJid52yNoMegONnRdQCZlVIsjpDSWg1tCUX469tw/0BginTZE5zNeGM5rwgxRJaX4Jdfd80NkMT4RgjRHaf4ZhN9wZgKy8BGwWpf4LDKLxEV53d/Jq0EW1KQf08Rx6YQ8HV0/DA9nsLS2FtLW899a70HbyW8XuCwIAOhFAJwIUGhOpe7qYhm4HIdRgSCBRTEKeiUSdGvp7YvFfGEAAMhKt585TdfQYJKZw3CuBo4PvvvwGhm/j6uuFrJxlAZC++u0Cdd191Hb/xSuPl0JxGR+acsF1jebmBjjTSL1zCHYf+CAWgPsXIcDuynXAdkbcdgjx1NQwRcZNcKoeqp4P/5Nn0i1qryiaOwlna1u5j7afHOyqwNHRSt7adNwDf3NJnYLGH8ARlwJNxw7T1RKMBWDBGsBmkek5D0lpkJmNR9Lhk/SQmYtTnRqOL0ELAwBsfw6u/g4FpXTedJIoJnk2I5lO1wBvbEiCcK0uqwRFOwTlBwXEC0CwPl+weYuImC87wIqWTf8B4r5dXi27ivsAAAAASUVORK5CYII=) 8 8, auto;}
82.954545454545%,88.536363636364% {cursor:url(data:image/png;base64,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) 8 8, auto;}
88.636363636364%,94.218181818182% {cursor:url(data:image/png;base64,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) 8 8, auto;}
94.318181818182%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur104804 2.9333333333333s linear infinite forwards;
}
