@keyframes rwdcur49860 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 27, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 27, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 27, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 27, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 27, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 27, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYhc2XfUxVdRjHP+dwQbn3ci/cixIITK+YKcnsxZep84UAm6EbZRqOoTVrzpm5VuZq9uqaXVfOsJWxtfSP5prMpJqtRWnOiJbkIF/IAV2viOmUEDEv55zf0x/nksT6RzlsPdtvO78/nvP5Pr/n9zznOeCQCfgE5t4An1PvvFXTXwIXkNQNc/vgxVOQDYyMLxegD3ZyOQR3RWCsD+Y8DlcugTcAQRNmAo1dsPJ72D0Crp2GPzdAX79jghPwRsi6C9oMcP0OfRcg/Qz89QZcb4fRM0Crht4NsGYKJIShFVAOsHGdh5nHofQIrKv1U61+/MGQkydFRET6+kQ6O0VFWnvNBXl1K2AJEAK8/Ec6bhkO+E7DsgOw+qiHA+pwnfFlAPkOZISGPAGyH2Q6iFq5WKw5oaPAdCCdIabfBfg+gIIj8Gy9h8/V1wcNsyRf1K9NIk1Nok40yzd+xKPZYipAVNtvvUAhcAeQdFvkHghdhWXA2AlQ+JGfXWr/PssqzBcVbRdzVk6POtsmEQ9SA5KRgAR15JMMTdTxhi5g/lAE6FHIOwsrgLnhoLZdRdsN66FpolpbLHNWTreKtkttpiYlIPlJSDnI3lGIirYb4aD2FjAVSOU2U+ACAsDUPX52qI6IYZYvEHWy2TJnZnerjogcHqNLcTKyIBmZPRKpzdT64Tvi0ff3htu6hElAFlCoLnbGrNWloo79ZFn3Z/WocxFpztGlMkWTci/yiAc5Mkbvh1cBRThQASOBXKBURERF2y1zelaXunjB6gnpsilNk4Me5DMPcipXF9URGQz3MYTbrwPu12Hy07BCnfil15yR3aEa6i116Q+pzUA+DCDvpGtyeZzzcOLOqUABULnNz351LmKZ940S683nxfr4XanPRMx7g6LOR4cF7gPygEXhoFatDtVZkh2Q5mzkTK4u1s4toq52i+q67Dz8GIwts+FF4aD2nmprMcw8pCFg1/enoxBzapqoSOuwRR4Ciha6qTKnZRjFyQjcXIvdiJmXYBQnMzS4gFtg0SXb0fWcnfMQULQRqs0pHiMMsnEAfLkXMYsnGWWeIcLjAnwCFSfADXh3QkEZPFjmocqcN954DaQFZDPIwyCrUjSxVpcaFSnOHrt+CEZj13vho16qzNJ7jHIvMhHkHEgIZK1fE+uVdcZTPmfh7AP3Ndi2F5Yu97LdXDrbqEjR/pXzFzyItStsrPc7DI+/IHUPzD8Ab5uPzYtVDoJvStNE1ew2NqU5Dwe71WYDJVc8dEYDyLwB8K1+RH37hfHyMMH/6XQPwHrrySWxwgHwVwOaqMZ6Y0tgeOBgR59VCiUNmRz+OcsGT0hEzIkjRB1viG0NatuxJxrH4Tr2Z/LOHBerrGfKY8XJSNc4XdRXNTFzSkrdpETWALOwq8PrJLxfQCow+egYvcbavFas97fGekJ63cRE1gElwN3Yo5TbaXi/AB+QZ1Uu7GjJ1WvGJ7IK+7gLsC9mKvZAMuRxeqBpAwQkxUX44s8mcA24DtyI700n4QMFQLz/czNKc9AaFtMG7QcfryO/T/9r+xs3XyFPXRdnnAAAAABJRU5ErkJggg==) 4 27, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 27, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 27, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 27, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 27, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 27, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 27, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
}
div.testarea{
animation:rwdcur49860 2.6666666666667s linear infinite forwards;
}
