@keyframes rwdcur41549 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhcXXXYhVVRQH8J96qWESmzTNjxQys9EeFI1G0Qrs008ozbJSytIpsiyGHiWMnoKIkIgoC6LSDMPSyjIiyswpDSVNE7IytbKwSSJGG6Ye1j7OmTNnLgM9tOByz1l7n7XWXvu//nvtXnou9ZiP4ahBBb3RjvHYih+xDvt7arRXD+bMx1xcimfxV2G8H27Gc6jFRen/zRRMVeldZWw01qABnyRd0TlcgGO58d34LH33Wgq8W+nTjf523I3t+D3pBuIcHCnMnYBfcLSgb8F0XCa26asyR2UZWIbJYhXtOf27mFQyfxAOl+gn4wQ2Ygoe6EkAd+BhfFMyty0FVFvQ98VPJbqpYgthHy7GrdUCGI1rsAlNAulF+ViktTsbmdyFlwu6fZiZ/JR+vBLNaeKrWC72PS+7MaKgay+8X4eDumZFsr+yLIBbBIgyY0fwDBbjwoKR4wL5ZYsYiLFi38tk+INMu5elxY9n47vC5BN4AnMwMad/B1en5xqcyo0twosljocso2kTSx9n0FjuzAYqguHK6psA3pNoRH9swa8CZEQmjqfnufhSlF8mdfew8CoGzaIuA9Uk6i+hfi/7+4g9GSBo9J9uAtkpiGUMvsbZOD/9/yEYdYIO5qtdzOKHuH45w8ZTU8kZG0DNz7RvZXMlraYv7kvjrdiDL1IGMlkjKmAJVuN+wYDbBV2vQuU2Fl7JyJuoq+tmNWdiSGT+9IHydj5tabWNabw1rbpZkFGDqJA2jBK88NF8bphK/QLqzq1O8ZmTQVkAlcJYC95LPyk7k9PKKwJ0vyXHjRNYMY85i+g7rKutbqUm4SjLQDX5U4BvS3o/TzBmEzYcp/Ukr6zrOJB6JIfiFFXRlUiK0k9kYJSOLTmKFTj1PStWRhV9KHDTU5mSBdBWGKjLOeytA5TPifQ3iEOpXfQHR5PzEbgCm7G3BwG0ZQEQHD0yPWcOnykJbroov1WiCg5iG+YlXZtoTq7FW/i2SgCtRP0+jXPxqerbsSA5eF3wfasOUB7CrGSLAOjNAmhv6NpD1AoWfbRPWsVE/FzFeWMyknH8HKxNRkaKLIzAYHyPv7ELB3CjaEp+0MG4Y/E8fustGsjiGZ9JBQ9hh44qGCgqgzg/+qfn9YIN8/zTInCyQZDVEpGV2uT3dAlu1PmEI9DfJPZyZ04/Ax+k51ackRt7Se6gyclPYnveF4ybcczpANZiaO59GO7FC7oCqb/OJ2ceN78KAM8uCYI4b7amQDsFAI+IErtEtE5PJYN5GScAV022CFwMKRlrSH5OSz6AA+njGaIPaC0xMFXnc6NoI5PVorPOy5j07YG8stiW7xKlVi/4Pi8VgeZtJYaP6QAmUZr/4HKxJWNEq7e6GGnZveBzgeRpguWyHmGmQG6x/x+agivqDwu6HSwa3S7OuwuAuETswcJkvCUFsL5k7lnivlhs5S/ASTwmh/qiVDsJDwj2axappJwvvhNMmo2PE2dJs2DDHVV89Ohymkn+dnxG+v3n2/H/Lv8CMHkLLNM7W7UAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur41549 1.0833333333333s linear infinite forwards;
}
