@keyframes rwdcur89007 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEi0lEQVRoge3ZzW9cVx3G8Y/P3Mw4N7Zj12PH70GmiQggSHlJSVEiKkSRWLBJF910g8TLAiHY9V9gg1iwRKFihSqVfwAksqlYRKJEVGkaC0r8Ek8dy45v7MnMZOYOi3vHjk0adp5Bmkc6OvfO1ZGe73n9/c7QV1999dVNDTznWzhSp3npKR0FCAjThJH8Oa/VSSukGzT1EMzTAAFhnOgM0QRRTDRGqMsAqjS3aVZorB+AdFXR0y/jhAWiBQYXic8SDxNayI1Xl6lGecOVHoDoAASEMtGXib/L5Bucx4yDNbCxyb+vU6mToLmSfev6KEB0kuI1yh9ysc1P2/y1ba7dvvCddnvgs+0277V5q83VX7DwDYZQ7LbxQl6HOQrX+Nz3+Ql+xvC83/yqYHqSm//gBz884+Ir33Rna/yT5ubd23zycTaFWl30vz89wFpmKGCEtKhW42FCPWFivKhQGPJ4L9qm1jrStlvaX8RVrLGFJSyzt+DXb7P3OPvy+z+yur7B8r8qbNV7ZO53ppA9BmZon6Q1RDhNLFmZVKuhQbJ8h4d/2ebGOyxtUV/liS6DdAAGYJqBdXaw8lL2+2ULXwt22jV2/nCLd9/mo3vs1WisZADtbhjv6FCYUCXdo3mLCm4iMVVOWVvGrT+zfI/d+zTf64EzgMMLMa2SNg5O3Ie47cSJlNZtbG7SqGbGO6XrOrST1A9inHSNBlYNFlNsINmm2aLZ7JHe5xlbYadrt7Mq8aQFu9W895M8qDtmn5+q/wJo5eVRZrIh2U1R2yRt4SHp+jGbfJ4OAYygRCjZP14b0pTsKOuZXn9ahwDi/L1AyPfXhokxeij+P6pDAJsOgpscIDI4CCEiNPNyzB6fq2ftQgqIszAjNnwKTpWz5MYsPnPMJp+nQwBThFi2DiY6AKeHA+IygzFRIcvWemYUnmUkyDMzvGD2DEZHEY9RHMshPqXtsSsceQ5RNgohJsacMxPB5PkZjM4yOEGxTPT5I+lot7QPMJSZjoaJFrNMa5TJF42fjlz56nlOTJ3Lp9JUBtITo9AxEE0RlQmzRFco4wvefHNIqcRrV2dMf+XcFfYhZJBdB+iE09EpCmVKv+VCmdcZv+bnPx4zNsKDrQFzUzOWkpEL1fvbN1nfofZhFk53PaUMMEb4IqO4RPiei5cXXPk6pRIr67x6ecZbP/qWuVdeXsgS+v223VR4qljkBVzg7KJzZ4P5aQoF7m8wP83LL025emlxipFmjwBE8jDhAelw9r7L5n1L9yatrEce7dFq8dE/G1rtxM6jpECx1SPhRUGWEg6MURgifZFkXKOucnfWXqngSbNprfLE796tuP7LG5be/9M73P0bySp1XV4DnbvR6CThEoPfZugSc6/ypSLzsh0n4GPcvcHqdZI7JDezpKfRJe+Z8bxOH2Obxg12l1n9gN2LxIsUC4Qlqn8n+YDdCrUHPZJWHrqdns/vR2OKI1nwFsVEJVmgt01zk0ZC8/2s53sKoKNoPAMJpQygkyOk1SxXbm5ki7fr5vnf/9Ac3SbTI3VfffXVV1//3/oPfsWHTbGoD9MAAAAASUVORK5CYII=) 8 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
}
div.testarea{
animation:rwdcur89007 0.8s linear infinite forwards;
}
