@keyframes rwdcur28616 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWklEQVRYhe2WL4zjRhTGf7sNMIvBgQUFBrdSpBQYDjRcaFBgUGBoUBBoaGgYdDI0DHSlgoMDDV0QKVIKDAOqymEDKrVgPGNP4r27rg7uk6LMeJ7n+95fv4frsfrIK7LeZuf5/nqsnl/T/T+y3mZ/mvXjHGwOuN5m513aIaVCSsUu7e4IfQ9ZGTCloMonq3dpR5xuEMKoboCO9TY8fy9PAKzW2+ysDnqTlfq/2Sf4weZO2Q82+FSLnngrKR2CGLr9SEJAvDtYhbbVP4cIFaDsz5B6S4hsDrQX8DxNRjzB0J+QclKUUj8DGEidS/T+bUQe55uIBM+DMBgvHkkY8Lpu7y74EhHz/EukVgA07kMvgf0uZLdXAPjUzvkuPdkcGfoTQ3+ikYMlMZDiMyV0W2qjvG12l8APwL9tqUPQdQdqmYxHyioZAmkqLHCe69yQ0l3vC5dsmgriVL8jhKfDrHEnD7QXHfcOHQbJlIQG/HLIaJ80qXluRNG0znNgzA9DZOhPCGEqSgGeQ/Dxeqyed2MFhGHiHBrwz2VmnwkxWWx6xHw9txyglzfxvRGnCsSTAa6sQrHLCAPoer0vSxdQCJeIJR9siCPf7vWZa70lYLzQXiCIYsf6wVd0PSihkBKKwqMumrveAG5oDIlbYreyMovrsXrWWZtYD8SRTxSBGhPSuLOWCX7dAZtF6+cEjEFCeLbZ3XlgTmLJAiPmMoDyJXQ8Mbe+l40Te3HR4CK/x3AIfE3yHIpiLM9YeyKKPLKXxgIXhUctE1vOtUzoeg2+JA+384BpHj6VU8PWGgHZSzPrF5Oog25ioMvZiClrY/18HljNL1hvs/P0oqSrJZA7JNoWqs8xQakoipusjifwMJ3ea+qcfR0uesASMOAxgatRH2jQn2fTdNrWNB2FLFIkByISspeYNBpL8BtnCTuQ7MlJbsFHOdTahbIoFkjURLNvRS+bV2eJJXk0ls/BfZU6SubMfI5B50JZupcN/cnJ/qVZ4o4AcOf2wasXlbu6tOW2BD5fvzZL3MoPQKH4kX+An/AXlQ70NPR23/fg+R8smBr+sgRjAoruF8LgZy7DB/pe63R1yR/HX58Byk+//23uergeq4/fOsFM3fLr5/MyBPjtGNnkm5fhu7zLu7zLf/NAp1CBoVzgAAAAAElFTkSuQmCC) 8 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur28616 3.2s linear infinite forwards;
}
