@keyframes rwdcur175477 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhe3XsU7bQBzH8e9FUQZUqELElBtYkNoH8CPE4glYCEisLEhMGbKFgaFSX6BDJWBoty4d8gqsCGVjIFUHhzgJGQAl/BnqRNgK5O5izNKfdHLOPuf/0cU+O/DOUc87vg5PhMeqInfabBd3jL5h7fwq+rQCQOCtRvs/Jva3Z52eS/Srf29/IDKu+jo8MQIsmCSAi/4+1/1vNoge0CPwSgReiX+zqgi8AYE3AFajZgYAaA1rtgjnzARYInpReyn2M+CAcM6rAENEN2ovZYXJneACiCGQqq/Dusk5psmbDmwNa+RGBcql3YavQ5rt4lF0aADA2vnXWB9uou1r14fZDExyeXc4+Tkaac8EABXdFWBu+/ThWCrljqSO8HVoBHgzhA3gTRC2gClCd8XX4aZLTauLcFZawxp/Ot8RGf9yQSwMgOndUXBBpAKA6WJljUgN4IpIFeCCiAEEyRwRexao+CtiLBtLddaLByOl8sbPD6AgyBlQMgLMKf6gVH4P+G0BQKEejAfPWog2lupSKQf3vg63bAo7JQnItHgSkHnx54B3KT4BfF7+kmnx5F8zER5Hitx2s138mQUguRB1siz+PwBP0g9Ea0NHYw8AAAAASUVORK5CYII=) 4 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhe2XP0/bQBiHn0sjkKIqJECmHBILUqdu6d4hp34CFgyoEhMLK0MkhGDoh+iARDu0W5cODP0CGVgY2AtiSIgJRUJESV4W88dOmtwZYxZ+0sl+zz7/Hr1379mGF5Z6HBjt7wt9T5H5dnBSXLZ6Qqm+HZzlg2MhEk8D0Kh8HDY8E4m9s38/EOl5Rvv7VgBPVDbacdRep9u7ZG5qzTPaxyIT5wA0KltDr5bqh6MGRzMAwPHVJn/bX1PJxFAAR4iLoP1PBR7WhT2AI0RsjQSwhBiXgTwPFeEOEIJAPKP9ms0YWw1UwSidNvcoz6zsBNWxG3RfAlCqvw/iVqi/UZlOBOD4ahOAfrvD3NRaFCIZVXVLgLHt3dsvUi03JenpwGjfCuDZIFwAngXCFeAeQrfEaP9THE+rMhyl8+s/nDb3EOn9igtxrzgZIDwdN64QT87AnYLNasI1E4kBxIVIFCAORAhAkNQhQluxCn8ihrSQqzFf3OgqlXV5f0wI8h2YsQIYY95RKvsZ+O0AgEJ1rG8eVoYLuZpUy40bo/1FF+NYigKkah4FSMt8YA2U3hgKkx/u5nz54KT4M1WA2ZxB51dTMYfBXzMR+l1FZikNcxjciJppmr8K4BbgE0BvIDeEjgAAAABJRU5ErkJggg==) 4 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur175477 1.0666666666667s linear infinite forwards;
}
