@keyframes rwdcur53130 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGLElEQVRYhe2XX4hdRx3HvzNnztxzzj337L3756bZZjd/BBvzB9PYarLSPATsi1KhUEEffKl/QKwg9cH6rwiClFoU6oOo0IeowQcFiwg2URqqKRq23cR2u6bJJptsN3fvHm/uPffcc8+ZM/MbH8oWFdzshoov+TwN/GD4ML/fd4YB7nCHO/yfYRsVDz92kgOoU5lL7nqdV579pHq3BcQt6juY4z7EGb/b6uLVw4+dnBvZtjNuRjL55Zfu0/9zAaOG7xW+e6+oBEecaOKwtXZRaXrdkI0//sxfu0Vp5gzZ7qmvzeS3K8A3KlKZr1hTLnMZ0AP7tu31PO/ByBePksUz1tpf9XPzVJrlx49+44/12xVwNipuu/ejA0tmJBqfPOY6fPqzx6dHyGJsxBeNvCT3ZpJNFMkaqCzY+P7jC+1Xf2u3KrDhEALAzLfOTJNWZ+pRODk15osDUxEOTtX4c2eu4/LqQKt+3OaOWCGtnhV+dMEPqouRL9LfPP5BelcEPvb0X/iN5aXL9eaOaCRwR2ueQwB4aSyWOznytKucSlW5rtvhDIkh+yJj7OnxmmxVBCfG4P3iix9Ib1sAAPZ/+gd7g4ldJ+pjzUMTUYWXxvKs0EiGGowx7bmcPJeTFJwPCpP0BsVrVc89FXoiJgs+VKZdGvs7zqD+8PWZfzuZW8XwbSxdHXbe0sKP1EjgSsYYJwtEvsB4TfJG1eWFtlwbghS87nB2yHP5MUN2ZajMn9KhinWecsbYCzNPvpSf/fYD79wnGw7hOmsXfq/H3nfsO244erPi+dWK4MKXDnZOBPjEkUm21leMMwbP5QDAQ094kS8YY4ha3eJA0WvtKAc3e6TVmwzo7/zIF+z1M88RcIsY/itvnPzqdpW04zTXJAWnoOLgPduquLw6gBQc1YoDhzMI5+01YwyrvQJ5ZxmD1puTRffGHj1M7jNqOE5ayfV9Ny1w8NEfhQBipUkoTZCC06VWitVegfGaxCMf2g4pOHpZibmlBGdfmceV2VOIXzuNrL0Y6zz1wHjAhbwLlqZnnnyJA5udAQDCC3M9TDJS2XIydCc9l0tDDuK+QjLUmL3SQ6ubY+nqFfQWz6G//DqKZA1utdGpNnefdquN824wkjjS18xxA2vKHUe/+WK8qRSs8/7P/XSaC/nzoLnnQDOSQegJqY1FoQkrcYL0rXn0rsyiNfs8yrTTGb3nw+1o56HloLkn8+rbX3bD0QWnUtWWTJdUFpPR1zbdAgA4/+PPXCOtyBQDrTTRUBnc6OZYXmkhWZpD//rfkK4soEw7qE0dmK9NHTwdTu7N/LGprlutp9z1QgAhLAWkVWDUUG66BQDwqR/O8ouL11LXq6bdTMu40831MBGqH4cqaUPnqWbcESO7D7fCu/ddCJp7/uw1Jv8u/GiKcUcCkJZMak0pSStYU3pbEuAMXNbGT5DFE2XWG1X9uGVNya21uVOpLsjaeAjG93JHXPAndmdeYzJ1qw3BHDeFJVgyCoxnYLzLhVSkVbglAbKAyftndZGlVqsOY+yqqDbmBJl9jluRjvQ7wo+eEl64XKlv115jMg98jwPQpeFKG54wxjLLGEgrMMbFlgSshb6rOd5duvTGLlhKvLHpE4w791CZX7TWcgAk/OiiW23kMmqiHnqZFNwzZCUvjeSMS4czpTS0BmAt0ZZSAAAPf/+cVJqOaEO7Cm2beaH266zbLrPekjUlHK82X4km8pHQp9ATBGBUafLyknJDNgbAh8qQ6seqTP+RbykFAPDrL9+vOAMHUC9USUVvlbK1q3nRvdE2ZXGNOyIVroRwuAIgDNmoNLZuyAaGLFeacpP3yeR9RUZnW2rBOmQRDwqzUPRWw6y9eEn140XHrSSOVyPmuB5jjACMK01SaWoX2gpDNrfWhrpUpPO0a8oi5Y7o3JaA0tRSWRKqfpzorKsYY/NutcFltcGdShWuwzxtKDBks0JbrbUmAIKM5ibvwxSDBJby8z/5vL4tgReeOBrf/5XnE+a4gYya3fmfPQ4A77zzD373ZVFomxaq5FTmsGRgrdXWlNB5CktGcddTwBbegv/k3PceUgD+2z+BitJoUwykUcN1AVhTwpoSzHHJDUYUAPwTG8xqSrrCJ8AAAAAASUVORK5CYII=) 8 8, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur53130 2.0833333333333s linear infinite forwards;
}
