@keyframes rwdcur82651 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF9klEQVRYhdWXa2xUZRrHf++ZM2em7ViGcaxQZmqLpZamtqzlspbqdMWmAW9oJQS8RFA3yyoapBETZZMNW9Cs2WbhQzWihBgsTVS0BrwcL0yDKChYaoVay6XQ0jodoC3TdpyeOe9+YGq6lNbKaDb7nE/nvTz/33me57wXiMPcg1mF8cwHUOIQV4FV7sEsRzwAahxzbwHuBcLAA5fr5LIjAHwJ7ALWxuFj/ABpg/nJaYP5tw5rSgHSgJlDDbrpd+um/+bfBQBwAm89bDz5tG76W/+mlH8O5M4TN2/VTX+rbvpfBt4Fin4TgJzBwvtzBgs1AN30F61XntsAJB+Q9Y8B607J9u0AbZxuANbFAAuBu3XTXz7k553oruVjAYgxADRg7UTh/G61+OvfTczGp8y1AK6T1kN/cg9mtQOpgAHMr7a8kgvcAXQDrqg0GsP8dASoX2hZsHc0nVH/gsPWvZG5xoLvemRvdRVbXmuXHY+dtB4Kpw3mD+VcG+ZDiYGs7pN9jSqWYhNTB2qTRNJLlxUB3fQXnZfnX62SW/a0y47lwFlgjYZ1t1VoxWfkmUrAAZBI4sYEkVD9rFg1CXgUWADU2bGFLUJtLlF8K8cNMMsoSQacq8RfNtix2Z8z198HtAMuBQWbsDUpKNkOkogQwY6NfgYwiLYtEfc4PUx2aGhhYFkiCWGgOkDwOsC437Lo9MV6lyrC2cC3lfKlpRvkvzls3RsG1igoJIgE7Niyc8mmTNxOJhksEndRxBzcuDzV8m3HQb4F2L/QsmB7gCABgnagFVhzqQiMAPhK1T8uZFaFk+STgGuWUTJTw7rbJmxNdmx4SGWamEo/A3TTQycBrhJupnINDpLYJw+wU35UFXO3BKjXsH6ajKNiXCkA0E1/K7CuRPFtjqXlEeCVXLKZJqayQ+6iiNkosaeRJiaRgldM4X35CUDdV6ruA/go+pkqhLIN2FSi+PZcrDXiL/AZd2Yel632AMHrfcad7YBmYNg1NApEPiH6KGI208S1qLHpE3Hyo+wiBTd55NDC8cJ/RP/VlYKbE5yqdElnp4GRB4wAEDHRciA/1jYDyB0+yMAAIJMMuukhkwyuE9N+7g8Tplq+TTpeegkR5CzzxE2kkzbcTQh4Z9j7ij9bHgypAH619sVhEbh3Brlbg5xpaKNj5lCU7Ni4UcyikwB9su+/vsIgSjpe5ogCvpct9HIe7edlgjoNq2ZiHltuuW/ErjmiCP1q7Zu3K6XBh5SlrwLzgVITc2M/AxyVx0kkgUaaCHKGMGFC9PGNbMDNlZhImjmKgdGoYS0FSoFFU0RqjVd4qi7WglFWwh7Z88HXHCpxkPQFYAQYqAbuaeCwJ1NmMIkUfpRdvMeHpOPFzZWc5RwBGaSXEMA2Dc0I0ZenIGb0yJ4HJogJteMCuM1Y4t4qa3K5sLG4gdVTuSa9nwFnJwGa+IGbxI24cRGQXcwRBRhE6ZQBTnCKdLxMF1nTgTeAG0zkCydpDyLbs4Fj44lAjom58w/iei2ZK7oPyEONQIUdm8OFk2562Sl18sihlxDfyxaaOUovIdLxksYUVNTifgZSMsloASKdBCqB9EtFYKy9oBy4TZe7K1rlKZ0LR6/9AYJVIfpWaFgLDaKqgsBENpqY2+aLedNV1GIuHFRe/CMF54RQykoUX8FoOqMCAGyOvr5pnzzweC+hOqCqRt28fahvmbGyK0LEraKioJReLVIMoCWRhBRgMVDuYfJBr/CUlSi+E6NpjHko1aX/iIqldr6YZ3fhDCcaCQuBJVvUTYsdJAFJw4fnATd4mNziIfVcG6cPttGxp012RMbSGPVEtNh4ZDlQ/5Cy9O4pIrUZqAZ2AFm7oroKVMaG1iko9SoWDfiniVkjhFLmFZ4y4AVgxVgAY6ZguC0zVqYBrZPF1Z8WMzfYwvHOI7L5iQki+UufmFvTJYMPN3B4ElD5vGXt+vH6/TX3AgPY6CG1QgglKyIjeUDIIHoM+Poq4a5Fks0o1f672Erjmdfj9RHPxeQ3sbgATMz/LQC/UOH/F/YfF2IoUeCT3esAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7UlEQVRYhdWXf1BUVRTHP/ftk11gcxh6kRUqICAaoYVGGoX92GHUSgsdx37NZOUM06/JLJ0p/yiiHxMDk1aMZr9MQ7KELNearRSG0iKVkAgRf5Bm67oh0lvYlvfe7Q+gIZWNoP7ovL/ePeee873fc+6958Iw5BmzaPpw5gMoQ534rFmsAo8+axY7hwNAHcbc64F5QBC4a6hOhsyAhbULcFtYK4bq4x8BKDZLRxabpTf2G4oDxgBT+gaWmwXacrPg2v8EABADfPi2WfaEx6pqnUjqV0C6Ruw7HquqdYu5bTXwEZD9rwBYY667c425LgLAY1Vlp5L0PDCyg98eAAp0AhsBgvxeDxQc4WgMMD2ei271WFVL+/w8ZCxfFA5AuCJ8H1jxprnhB1MaTysoDcBmAzPWpeSsfcYs+hlAJzBlp6xd0UnXTkCLIrIdmL3OLB9bK/f+CNQNiYHFtrtDKrYfDMwyL76aY/xyxxJbfh7weK9JRL9FKIABPLZX7lvwjdxd2Ejzgyq23FuUmbvCARADKTxWVbYpjTe8+GpCdC8C2oBlu2Xdjj3smzGZS0sUFCeAF9/K45wou4rMUcD9wCygepqYGrxAaM0uJeehQQNYb24aCcRoxD6voDiOcPQO4GcLK1YngEfuaGqjPc1JNCFCOLDTSRcG5rE0kmNGcp5TQQkC97hEThAoq5Du8YDxlrrq+JnxzpWCK4F9ftpu9+Fnse3uILBMJ0C5rEQnkJZOGnniJpJJZL6YQzZZaMTGN9Hi9OID+HaV+sLGCummQrodQCuw7FwMnAXgTtv8z6OILFRQfgJi15ubpuyWdTs8ckeTAzvxXEyKSKKTLto5jRcfFwiNJMbiJJrjeGnhcGmvu4VA3UXiwi+nissLB5UCAI9V1QoUuJSctQBTDdd9wOvppJEikqiQbrK5EqX3a6CJUcQxWlzCNvkFQHWt6skBcJseVUXdIISyyqXk1PwtgErTnezA/pWFtTFE9zwgop5Gx3ZZ48wTN6ET4IT0kSLGofbuYj+/ckKeJEUksVfuo5H9RhxauwMHQEmWyLywk679T9mWvHZOAJWmeykwqXdsMpDe36iBJrbJz0kmkXZOk0wi40XKn/ogQcrkZhIYTQc6ftrQiMVJdH83OlDZ7z+/XF2rqwBzbbOK+jEwT8X2joVVbyGn0HtYObAzTUzFi4+ADPxlFQYmCYwmS2SyX7bgpw0VW5+6Og4tIkTo0Gq1+Kxb86winGub9YFdOPyRIuoNYCaQe0AeXNlJFwflYaKIpIEm/PxKkCA6AfbKejTOx0LSzMEe0iAXyFWxzb9Z5JbPU+aUnhkLBj6KPwVc0SJ6J2A0yuYy4LZ6GuOTZSKjiOOEPMnHfEYCo9E4nzZO4ZN+OtABNhiYhk4gI4IRk1s4fFcK47YMCoDHqtLoqYHpgAY8dli2JkQRGYOAJg5wjZiGRiw+eZIskYmBiVf6OMJRVGxEEDEBeA+4IkT3i1ulx4/0pAGHBsPARGArPWd9+0Lz/gagMMjvztPyNJaw2Co9ZDCRDnT2yxaaOUgHOiq2vp0xQycQN1u4WoBQlfy6BEg4FwPh7oKlwOyV1prCnbLWQ0/r9W0cWmm0iM7vZahvAQ3AhigiJwAz6GlUip4Uj54SQslzKTmZA8UZEABAkfnqqvXW+w8e45dqoNQ/onljny6j+5qT9KQIINcuHAbQEkVkHLAAWHqdyN5ztcjKcyk5RwaKEbYpfcF6+UcH9i1PKUsc8VwcXNK9Yi6w8KcR3y8wMP9ia4cM4IobxLUtV5F56mtq92yXNTXbZU0oXIwB+wGtO3URUPeW7ZVbLxUTmoEyoEJBSa003SpQ0mta7cBe58AeAbxkYZULoeRdLbLygBeB/HAAwqagv4zpnjQGaL1cXPZlvrjHX8M33s3WJw8nirG7HhGLy5s4cO+7ctMooKRW9Tw3WL//5F1gACsnifRCm1BTf7P0DEDvpOuQEMp3Exi/BUkaA1T7fyITu6e/O1wfQ36Y/FvyvwcQtsL/F/IH/ak/9wPMJ+cAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82651 1.6s linear infinite forwards;
}
