@keyframes rwdcur253042 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhcXXW4jUVRwH8M9Ou6Ouy6LrZpvatpVYiZnoZottpGFeqode0iwjFNKEpAINinoICh+ktiAwEVPbLoQPLuaW1otauFoNmVgPq5RYeWvbwowW05kezn/c2X8zNuP1CwP/+Z3f+V3O+d0O54dGNJ2njHPG1Ao6kuzCjEutvLmCXW2kNpGKjGi+VMpH4vN3SGWiXyspbMP1pQq7okT+JN5aypVLcohjcZzkTsZjI05fLAMWjWfK+3k2Tg6aa46SwdfFCkyUoHxEgkdWCscQRz+sRBmPYtjFMGD+QyQbz8LQhFn0x/wLbUAVZn4h3PetWJezuDqij8WOQLoPlcUILivSAIKD5dnvGcz5JPozA1t4D19GpFPYWYLsgpgqOBg/+TG1pE6TSpOqDWk4OsbTgFY8kGP4f1BoYTyWDmfUKRylNra+v4v0YRLl6CKNH2I8g6oYPYzRncxDC7bGFcVjIIlnK1n5CqP2YVR+A3twbH+v1q6I1gc1+A4rGDGY5VgmxFNeA2qxegKzvyHxPAb0XYsbe+RnHAnf3XmMrCUc8RPBkMQ0pgnX0pBlyl5BPVbMpW6VkEdZNOFbnjnOIhzAIRxGTReqA1sVnsRVkayGSqruzJFzNT7Gc9QvZw0WY28Z6rD6aepezeMmIaT3BS/8iF/wOxYId9aCwUL1GYmbcZP8BSuD17CEE1hYhqlJlu0iMS7PhjhO4tfIgOuEkrwPAyP3BxYh46AQ5b/Rkq0DC4awsB23x5i/xyZ8hT3CCfwToj79JuUDMS8ckgTlw3ELJuJe3BaT14npOMAGvJxbiOYO4KlVJB7WW6HuwnZ2C+22M+x1DCvW0liJWezFY0Lg1wvJc8e1NB/IUfAp5pDu5gPhJvrUgXf/5uBcXtpCdQuGCHeG9dgcc2bocGcCdmhE645+u9GZiYaUv/Ai3qAnHdKxLSskHnPbMbuVHTfidXmSO6AcdTc4M4HU6ps8CEPBWiEoW9ibDp2yLc5XCJPxoVBm4zPfyGpSp6JyHJXiMTGecdHej3B/ISUFa7RQNrcKfaBT32bUOEHvUNKIzcHIQRHppBCzi4WmlC6kpNhuWIXPriGZ1bAYj0ffa4RaAH/gp2DAPUKunxXFzgMn0D5JcGtPjnJCp8nSJwVSezHKKW0eGFbG+h30L/QS2RkM6MnwoFCy/xeljGSHMrQukD8zeoTSnAnNpijllD4V7z7GlD+pmRlbWIKN7McLzhJ0FwIN2PZ2zsNkXe/DpOFiKs5FUwUdGy7T0yyLuyvo6HeZHqdZTHQm884N/wIMlvK1g7gNrAAAAABJRU5ErkJggg==) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqUlEQVRYhe2WQQrCMBREn033LnqO4gXc9lCeyNN046rgEaQgloIbGzeewBf4FDKQ5Uxe+BMSqHI6/1aMZlhmWExGa8wJGuPXAEe7OwVOsHsANYITTDkS4AZXYDMZyZiBF3AHHjLnP2VYM6wmI7yE4QCqhFn69w9QYn4K4BMNkOBtAcJvQTiAbXHsh+QAF5uh1MPYwxgGUB+jElIFekYDbPI7pgE6GGxG1Rf0rB1Z+kee9gAAAABJRU5ErkJggg==) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhcXXTWhcVRQH8N+k4xCSgJKOMWBISww6htRWLKVia7UUKl3YhbqwWnAhAUGEWvoBrotuhHYhJWKoEktbRA3WBsRgqV9I63RRFxbUiG0XfkxDxSpJGCcu7gt5HeM4814dDwzM/b9z/+d/77nnfpDObsdASo5UdiTDkTQELSn6rnuV/hH6sS4pSSZhv1Z8WKIN8lzFZkw3SpR0Bgq7aFuKpdhBBwpJiBIJWM5j+2Ltl9DLI80SkN/KphtiQA5b2YTOZgjYMki2GlwRdGxphoB7X8RKXEYJdwlpwH2NkiWpggLyWHuBx6GXwzgd6TmfgLMu68SIsOJhcJLi9xQt7IatGEVXvaT1pqC/nUNdrBJyDd/+LKQBkxGWzTFwM28ImbkuAnJLOPA6PXdci09fZPYSs2IbUDdG6WrnZQuzlVhAFiMTdD+6gLXO//mJ2RLlKn+bcSqkbDTun0TAA08ysCFqrA0d3sYhPF8ieyVwPIvhDCfWR773YBe9eKhWgFpV0LmBYyfpjDtdwCc4g43CkE9gDdajr4rkYf44Hqrl0mJB/rahxGz53VXBCUPahgeFuW3BnVhm8elcQdvxULqLCqiVgrMHef90DPgaQ7gNt1J5Ba+hj3IPtuPLmP83GOZTTNSIU9O6l3CmRHGO4v2h5p8TSqxlPyeHORX5FvD0ssj3CsUbQ6Z6agX4t0X445/sHKL8G+YC9ibOoXILufzCvnAeR+cwg51UfmWff5j6eau1Bubt43c4VuaJqttGtodcLgyiVbQXlPEUjjKOsTr467ZtQgrmj9z+7yhOBmwwwjoin6F6SRs9jFYLI70Jq39gewa94WL6Baaib5//VwLgYB9r2vFRBGzE75gMJ+IzjZAluQ98tldYhfnodw57o2+NkiURMP5VOICusQgbb4aAqTEmZmLADMbCZjPVDAEu8tbuWHtPhCXhSvMw+eAXOjL+n4fJNPa8S+U9KnghSfDrYYfTPk7TWkHK5/lfpXiplZvg3xcAAAAASUVORK5CYII=) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur253042 0.83333333333333s linear infinite forwards;
}
