@keyframes rwdcur58934 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRoge2YzUrcUBhAT79vOj/58Sm6K7h01ScQ6a57n8Stz1BKmb113a1r30BLqYgiFqlUMq3VJvlcTJJRZjIjZIYkeA/cZcI53HtzL0GRXUWiBWOXpqLIMaFZ6egemiJ/6vYsRZGF8ops1O1ZiiJRa+WhPECRHUXe1e23kNIZGEcMFdms23EuTwLGy2anVRHFJp6s+S1FhkXEIG12hCJTG1aRTUWGDFLjdWIEcXMjsoNs6mtTRASx0f9vBPfNjShjEnFv+HfG2m2LI9ZuDe+vEY5aG/GZcGQMIiO4ySPe1+32bLKITwQ3Rv+34V/nEc0/7HKyiI/410bvl+FdtXI5jc8J78oIfxqDy5kRimxkX7fmXcUn58SlEVwYnfMnEbk8/r4pEtXtO5MionNu+GeGd1pE5PL0vzU3AB5FeKdG98QIf5giw1we/2jlAa+qviBbNh+S8Ps2/1LoGcQGmkJs6N3bUUIaLsF1Jp2qL0hIvyqCRm9IguPtx/IktgzHuVQOyGbgS+LveVPyXYN4CZZzkCoPZxfAsXyyPkN+9TNQKQA4mCvfW31AJVr/T8nhcDgcDofD4XA4HA6H4+XyAB1gJal1wlHSAAAAAElFTkSuQmCC) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur58934 1.6s linear infinite forwards;
}