@keyframes rwdcur243528 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe3UT2tcVRjH8c+dJDPTZJqkMY1VqAUNXXXlQnDjTiHgK6gQnIXi3tfhWlwFRQbfwWSholgQK7hyIVL6R9OYpiFMk+lkZjKZx8U9wfzp1AnVruYLh8s959zn93ue+5yTGUC1HkVcwlyaekvm7ULm3amXKE0yVuYgKJboNmlu0tkhwk3hF9wTvsMf2EF7ZSnrHdUZH2QARZTRT88reGPmCmNFChXmLjKGLrKLlOd5dIfdDYtYF7axgAaaKdYxnmbgcK2Lisz8RNnC1AKTF6jgfBqBNtrnuX+V/T1z7YZrCtaEOaGIwlkN9NI43PP6zCu5+AxewIuYTZt28Uheq9ZlOk2L0VMUxjGdEjll4mkG2miljxfHS65NznFOPmYxn4z003sJj+UTYxP09rXScjdpnapAYZB6apbtpFMZnyCyPMr7nZp3OjUTmJL/htc6NW92avry5uzt6cm05c3XQn9lKTulM9BAooumTK+zR3cnLzdk5fecS1lX0jt5P/S7yNwWHiQDbXkTns1ActwWynHg992NXOCb0nX3IlyWH5UM7Qg/la7LMHsJrMtMy/Rw90nZD1OBw0AbwmZpKs+484RNmX+asbmJ0BXWhVsnz/6ZDKwsZU3hW5nPxybYd/xoHPJQ/qNbaNwH32NdfgcMZJgKWFnKtoQvt2650ezkl0/5xJ7AFna2ebxlVbgrL/3OMxtIJtr4uLGWH70LJ9bX8Bf+/Nk6PsXX+G3Y+ENTrceHtYhoxXFqEfHRjxHVeixX6zE9bLyhK3CEL27+yuaRiQe4c0Cn4Svc+LeyPzPVelz97Ej2tyPigx8iqvWY/1+Fj5lYjeWHycAnEVGtx8vPTfyIiVerq7H83IVHjBgxYsSIEf8lfwMPTRlH6jcpcQAAAABJRU5ErkJggg==) 16 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 4, auto;}
}
div.testarea{
animation:rwdcur243528 2.6666666666667s linear infinite forwards;
}
