@keyframes rwdcur167238 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 33, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 33, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 33, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 33, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 33, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 33, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 33, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 33, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 33, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 33, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 33, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 33, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 33, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 33, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 33, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe2XzUsbQRiH35nd7G7CNjZxtVFTCSLYQ+2hSJEeerC59OCf0KPSHioItlgvS0ARC948xL/D9hI8ePBQ2lJLaUtpxc8KaWaRZLO7zWYymV5qSaobUj8SkDwwsMsMs8/+5t2PAWjRokWLFpcHXdelRl8T1TtwcXGxW5blACGkV1XVkmVZ64lEonyRcgB1COq6Lmqa1skY6zs4OPgQiURKruvenJmZeXfRcgAAYq3O2dnZSCgUuuH3+6V8Pm/29PQEJEkCjLHZCDkAAOzVoet6BABinPMSpTRGXXdIALiDOb7DGBtaWlrqbZrg+Pi4GAgERnw+nxGNRrcsy+q5oqqHXdHoF+zDBkLokHNeaprgwMDAkCiK2eHh4QIhJAYA9Hos9rq9vX3vMJMpFwqF94ZhZBoheKwGp6enw7Ztxznnqd3d3avFYvGBJEmfDcNIu64b/kXpw0Qi8aQRcgAnJEgpVU3T3IlGIkErl7uVzWZ7/X7/JiGkmxAyIsvyq0bJAfyT4NzcXOcVv7//qqY5wWDQSKfTt0OhUCEcDiu2bXeXSqVvjuNc+LuvkqoEJYR6GUJ3OecBhFBxf3//mmVZG7lczrIsS3McBwDgU9MEkSTtMEqdguOEbdvub1PVblVVvxFCIoqiKIODg87o6Ggj/aoFp6amjIJtr2cM46UoioeCIEQ1TcOUUtV13RghJLqysuL57rwIqmpQ13VcFgSzTNkTwzC+Y1HMOKaJEUI/Ojo69sbGxt5UjpcB4l4TuwCr5yEoVJ6sra3xjY0NTZbkLlqiMqUUF10361IaZoy9TaVSzj931+cCrDKArcomAvSJAH0MYOusglUJIoQAAL4CwNeFhYV7WBDMMkJpRVE2fT5f3d/fo/QkgGcI4P1Z0vT8WZAk6SNCSMMYb05MTOycZvIiwItaZVAPngU/OTmZ3d7evl8ulx2vMedVZ7Wo+UQ6+fzPtra2Uz+1Z00PoMYS67qOZVleYowpp5n4SK4RKf83MkD8PNLzZD4O/KTjZuC5xEFAf8Sa6nec+TjwIKCq1uwU/1Ipt5xM8uVksumSnkv89NHjRnp4cmxf7JXU89X6N/ktWlwmfgPg31wUxkmqeQAAAABJRU5ErkJggg==) 6 33, auto;}
}
div.testarea{
animation:rwdcur167238 1.8666666666667s linear infinite forwards;
}
