@keyframes rwdcur108289 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 26 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGklEQVRYhbWWS0xUZxTHf9+dy2OGGWZwQAZFQBBFDNZWTdPGGGxqm6ZIu25ik9YmNq66aowbxoWJcVNrNy5KN6ZumjR2QpumLhwoNZr6gGIsFJHXiAzIPJmHM3fu18WFAQEjjPjf3Ml3z5zzu+eexxUdtEteoBaOiRfZrKCV/C7zowKEP+pg18AJAiMBAJre2klxZXnWqONSu8wFQkpJZ2cnAM3NzSsbddAuexquynhNTE4yIAe4Jge4JvvV+/IGnVIeSkp5KiNXk6nl8Q2xcjYAUABiAxu5O/oAgDIcVKuVODQTNbhIdEVJXE6uMfaCTp8+jdfr5XkQCkCVfRM7VCcOVcGiWolrs+gEs0bxR8GV/ruq4G63W3i9XoxELIdQAfwmPzU4CGgz+BgDYBv1WFSFUe0e5lIX+NccX7jdbgDcbrfAeCUIISRGMcosAIBFL8CqOtmAk7g2S0/hf8STs8ZN/8NcOyGrpRBer5fm5mYDwBpWiGQC3KKbN9iF8+hW4pfu4Ktryzq4SKUE+HLIlzPIPMRcTQBzGSiyluEMFfGuepBRzYf5zyEAXM7t1L+z/xknF3/6UeYK4Xa7ZVtb2zNnAoxWLBH7qJOF3KKbyoYqfP1j5NWdMSiTkIhMs/+zo5gr6rj8/Te5ZmJZEWadLO3zwt3fYlM1AEyBCAAZ+yZEbQV3/rn9Uq9isbJF2MIxcbGuUtZvakSGJ7HazEggP+BHBxSzSgbQpybXI25WytKD6FPjqWejCZLDfUTCUyhmlbTZQmj2CTHFvq4A6kqHVpvZ+GFrQiSiTAyO49togDFxf93SnwXoOG8Uh+8749B4+mHK6rdQc6CZu2HPugZdrOwrqJob97YCFZsopHR3I1FNZXT8EYshXxmAqwSOX0gzOHEfbWiG8OQ0D2IBBnXD5MP3Tr0SiCzAZBD6+vy0nvHRV/6UYVIARO/9zadnfDDcvt6xgUVFuK3GuOZVCo57JglNaaTikG8BNQZpufZttCaA2TBodjCFJSPjRsVvd4E1TzAUltSub/ctBwAotYKwCzbWmAhNafzVC/PT88E0nKtVOOgxDrpa9fWdhAChR9AzJtm/U8Ox43Po/YELDSr5pmr2bGvkkxLXgrGnXXZ3X1nRqX6uddVwWQCrHVQrHHIIfE8ljvTPAFTUFjOjjdCTGGFIE+gzGgf2HubkkZOc5WNu3PyD91+rw7XZmXXajkeuFkIFaPkK0XEeWZWE0hrJYABqXMbHSEpEMNlMFNkygERzCPqfXCcspgDIVFTz25SGknpMOhLk8Jt7OXniCGdXCbGwjOYgxuZ2za9XNX5vKcNiAcWsk0wH0JJ5FNkgmbYwGZsAQOYXk2cxkxIphN3Jdd8TpqPLVsyLAeYhAA56FLlvQzUwSzwWxDesYTKDc0saUPCHAmzVa4EZnGaYiSeMj7wiE5aIwkQqlBvAUuUXgUWWUNWok9QCRG+bmE7pAPQyRPfkY9TRPvSCDSiuzeTLfAJhP7WmEE9eFkBYkyQCQcbHwbxL4QPbF1xOtdPdfYW6PeWE7FU4zUBDEzMJ0Kd7SYeNhTI0tvpOeC6ApagAaS1hSwn4QwGuZ25m74XzHISCEUT/OJmKao69Xk77L8k1td+8VqyWrlZddP47RjIQJB4LEvZlUEILrJZiBUdJMfaGJgqjSW72BtYaN6vnZqCrVRfMTT2BwsOxnrnp18oYHqm/XU2eKETM+lGLMjkD5DxOla89z6zmXNIP8D8yaTJZBbvjMAAAAABJRU5ErkJggg==) 26 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 26 4, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFG0lEQVRYhbWXX0xTdxTHP/f2FmhpabEIqAUqnVPnMNsUlxnj2IMmiw6T7dksm1lilizxSY0vljfjy9jLQrJ1L2Y8LrF2e5jJLMQx3dyEoYYqiJSKlD/9A/0n3N7fHq5WhRZB2Pet93fO73x+53fOubeSH6/gJTrMMellNgVUaN9F+ygAiSN+dgS/JPogCkDTe9upcNbkjfwXvOJVIIQQdHV1AdDS0lLYyI9X9G67LNKulBgnKIJcEUGuiAHljrhGlxAfZIU4kxPLydTi+LoonA0AZIBUsJqbI4MArMdOg+LErhpwUUume5ZMZ3aFsZ+pra2NQCBAMQgZoN62ka2KA7siY1YspNUkGrG8UfphrJDvsoJ7PB4pEAigJ2IxhAIQMURwYSeqThMmBMBrbMGsyIyotzBV1UJkxfElj8cDgMfjkdCvBEmSBHoxijwAgFkrxaI4WIeDtJqkt+wu6WxSX4zcf9VOyGshRCAQoKWlRQewJGRmclFucJV32IHj6GbSF/4h7D4LwPGh8KqCL4R4UhO6/HjFqH1SzJMWWeWeCHJFxFw9wo9X3D59Stw+fUp0uJ0r7YBiAOJ5AULqcDuFc6iNSmk3blHGDa7i3FZPeCAE1hM0f3YU0wY3nd9/vRaZKFyE6p4fif0JN548DA+EqHWdBWw86LqB1PhwlXHzKjwJraUKYuc3WKwmAEqiEbQMyCaFHKBNjK8VwCLJALOPVQCSsxmyw/3MJCaQTQrzJjPx5BQp2fa/AeTb8OnpsTYhZWYZuzdKuFoHY+wOzq/C+J+7w8MnFqdzVQD66YdZv6UO174WbiZ87P0iTKYBqqvBVbcTsq68o7/dJ9YCQga9BqxSGVU732BWVRgZ1YuuqakGVwU8HofgX/8S7PfR/4sPgEMHz+BvL/6SWa6U40NhqQNEU6SUZI1gmDmsmhuA/v4IVS6o2agbz6UhZ4DMHR8m63UA9vvkFyC6W7UVZSVvvHDYfHwyjMUGRqeEUmkgPqEyl4YSM5SndJtfB+HakY9wVtbm/Tq7vSuCKGjob0fsMYFqA4MVHszoz1+vBYtRYmhE0GjTAToOGrAaJbRplX27DuBWmjl36dyyIZSlFqssINkkql16Bn7vg6eNMDgJ331SQoU1BwhUu8TAVA8JaWK5h385QPwh9IYEzdtV7Fs/h74fuH7IRUxKkTGDxaSRnY+iZo2UWyE7b2Y8NbY2ABYbKBb4wC4Rfiywz/8EQCoiQS2kUzHCwyoGEzjq5gGZSDzKZq0RmEY+6cvXlHa+teh1FF3wtyPqs1DlgltROPC+ws+XVX7bvRncSRICsiaNrBpl9m8D2Tkt72vLDlG7yZH/7b0YKAqxZKEs7PPzjTLN9TVkjJMMjoJph8yH1k/p7PYybQ7xKJQmkda3lO0a8zMxDry7i2aHwrlvLxWEWLIGFk66/T6EubwUYamkrhIi8Sg9OX0e3B1PQQkI1YbRbGJOmkOyOegJTzE5KxeNsSTAQnW3ahK+kHjTLZMugUQ4R1W1vkVlKYisHUwwnc7oH33lBswzMmNz8bUBeAahX42EzP1QL4+Sf4ARpjOgjPSjla5Drt1EiSghmojQaIgzVWS/1b9MTvqE+60a4rZ6iOqpns6ANtmHnHj2f6JYEa44A4WUMNqJx2aQBkbJbWjg2Ns1eC9ml2y/NQUwV8gI1QLbmkiHJ7jeF12276oBtPOtUgif0PY2YJTKkJIRlPLcsv3X5KsGeGHyPQVbjt9/kw086NCzE7UAAAAASUVORK5CYII=) 26 4, auto;}
}
div.testarea{
animation:rwdcur108289 1s linear infinite forwards;
}
