@keyframes rwdcur211711 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhe3WT4hWZRTH8c95GYZhmAYdLcNMbJhmYRuLwVLmlm20Ety0KVr1x0VIRLUQ+rOIaBEE1a5NKysUoUVQtIiQ7iIpM40QERcKIWrTpDKMwyDvafHcsSlmcHTeSYh+cHnvve+5z/ne55x7zuEmK2ZO6sx+3I4zVcTEzQAYDfqTNn7G2Sqi/a8A1Jk9wSMKwL2YwGkcw8GlBGk1vy9jZzKAnzAYTKEPPUvlHFpN7DclG7Ap6AvG0IVHq4jJpQSIOrOFHVgb3JVlB05ic3Ah+bixHawijnUcYOakARkINiStYCOeTnYG27OEYlcVMe9iN6KZHNAk2gB2B68Fy7GrCUc/3g5u66h3Jc5XFfQGy1YwMsZw8uDdjPyB31md7Ksze7C3irjUCYDW7IvkeJvdF8rlJL45yVMXy38b8VBz9HfCObNyYEZ1ZisYzFILRoNnk++UAvUuumfevs7sqSKmFgPQ+ueNKqI9GnFSecvtyfPB4eBzXMGWxvk6vFVnru8owCyQE3gFk8nwHRwNXsWROrML51Hj1yUBaDTZGJ1djlt4M/gRn+Cx4JBSzLpvFOCaH3VTKfuD/ffwwG84x6k1rFuFw/ySHMB+TFUR33cUYBbIcLA1WIUtaxm9FYfYm9yH8cZ0exUxPv9Kf1fXtU2uaiI5nKVXnDtF12mmko9wFpuVvHimzvy6ijiykEWvlQOz1ZQHlzAenE/2BA8Ha1t8ESVnXsCyhS56PTswiRNoJeuxtZcd/biMi7yIdfihsVNnDmAQx+ebshYMUEWoM8eVpvRl8NJl7rxc6sVU0Jfsi1Kye+vMz5TeMRL04ttFATQQbWUnJvFhndlXRUzUma9HyYF3kvv9FaJl2JYlQRcPMAfQzLa+n0xjBJei5FZfFMdnkhN15soqYqyjALM00YToGNYkjyvj3KZunpjmaBUx5w5cz1cwp5oquLLOHGrxHp4MBof5oMVgM82uqDOfWxIAJcFaeCMZwoVgaAWSr9ociNIzPp3r4U6EYBrdSlO6gj1t9h8sQN3Jtipier6HOzLgNd0RVBFXmnurMb7YeeF//ff1J406FKmtdXyMAAAAAElFTkSuQmCC) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhe3W3YtWVRQG8N86vQw2ico4TeJXYsMwiMUQYRdxvIkCKfqEgiRIoqvwqj8gIiK6jOqqvCiJIpAioqvowmMfSomIaYkMBmo61TCIyDAMs7rYx5h0cnx1xBsfeOHsd++z1nOetfazNzdxgxGzB01mP2baH0zhGXxTR5y4HgQ6TWYH6zGATXgcB7EXu3EX9l2P5FBhCXqxAWsw3f63pZ0/ibHrSeCcosADOI83g8E7eQ7bsYp/y7PgCNiTuRibk6PBsuDh9bwxyvQMHXyKz7Gvjji+4ASgyezDE8H2DiO3YSVuxWmcQvJSHfHBQhLozHpejWfXMnKCgxN0JlhxC32dknw0OLSQyfmvAhuCrehJfser2IPXMd4uO4EepWmn64iJhSTQpzRjfzCTDOMY9tcRp5vSJ/2KUlvxC764Vn+oLjzUEeM4qpR7LDiulGhx6xWPtkl3tu9twX3XkpxLnRBWtIkrjGAQx4KHsDF5XtmuO6LMfZxM4FAdsadbAtXsQR2hjjjdyjqBtcGaYEsyFeWLX8ZI8PNSNgbbFNVGu01+CYGLyJzF1ziZ7K34E+9iCBuCR1ZhKUPBh8FbV0Mg5lvQZA5hIJjOsguGMBOlHG/jx2B18qtyhrzXjVn9rwKzMIqjWTxgHIexP5iq2FfxjlKewYoj3TrlvApcQNugA+2wEwxn6Yme9ivuT6rkyTpiqsl8rI74cr64V6LAXGvXB69hefDTDKeynKLjeKrJXHSlQa9YAWgye7EIk+iNYlZVlsRDK9n1B2PJ08oRMlFH/HW5mJ3LTV6MOuK84gGazMlkc7AcO/BgL+5g4AzbshB9pTWxTh0xOVfMrhS4GE3mvejD7uAFvJh8jx8Uw+rBJ+2az+ay7a4UmAMHlFLck0z2s+nvcq07kqzDcJQdtAwfzRWgmyacC31YlwxX9CzB7chyi3ofx7L4xk7l5nUJrroETWalnI6dYFOwaIa7g4Hkt4pv29vUIA7XEQcWlEBLYrHSbFNKsnXKWTGG7+qIr+aLcU09UEecM0vaJvMsdmGtYss3Bk1mzw1LfhPd4h+X1PWvxCmFVgAAAABJRU5ErkJggg==) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe3Wz4tWdRQG8M8ZdZjUhsHMbIghJ5lFP0RCJagXJCkxIrBVm6gEMdFwEdEi+gOC2hhUlK6EQqIoUJBsUdxZlG2iIsJKzPyFDJOImb0j72nxve+EOm+O+g5tfODC/cG957nnOec5h/8Z0elBldkfzE/GGhHNmSIwu0PwAazIwvAofpopAj0d7vehBVnOZwwXZaDKnI3B4ALGMBCcnkkCUQeGYdyPp7E/GA/WtBjA5kbEqZkg0JZgabAZuxfzBFYmixMLeTJ4tsocmkkCY0mzl55ZCJbXHfD1H6zEuWBwNPPhbhOYbMMqczh4PHk1OJ0cxE68EAzPY+hmnGT7QxHbukVgsgsaEYeSt4JNQyzF8R7m3sLqQYbmYT6SVVXm3d0icKkP9CfN3ziFgRZvjrM9Szc8cKoQ26lkpyu4yAmrzIXKjz6Ge2oplgUnsTsZCh5JPqhJLG1E7LkeApca0Zn6eD/YhT9xLxZgEPuCZrAeR4M3qswPq8z+ayVwkQS154/Xl19Vmc3grl42/M17ON/izBy2TvDlrYzMY+QwZ/HctRDoZMVtHEz2N3m3dsQBnJhgDXrHODIXfcUnrqlFO05DJq35TvTjvJL23UqxvqZIsylYkGzBF42IC10jUJNYoEjVWwd8Bnsx0svbE7yOXVme9ygSHm9EnJsOgStJoBExrmjc3gmaWBSsbJU/GM5CanlduC9hw3SCM40MQJXZp8gAw1EkWBXchF+TA0v4fjZ+5kdlrhxoRJzvCoGaxHwlzQPYWM+KvRhVRnilTNDPWxwL9iSP4uNGxOFO372iBG00Is7inCLBX3XQFXg+WBhsSxbdxlasy+IbD2LRf3132gRqzK0JvINPk9txHy60Suo/O1FWuB7lekvQqjJX1zvHZZhyJ/wPNNvvZEl9f5TV7Y5ZrFvCU7+wI/gmy0Y1gpeDI8l3/jW5SUy7BtqoMnvRavf7aOYgNiSvKPNhbR1oNVZhfTCavDiVR1xtBly6omcxqCNz6Jso2Vim1MqyKO05lhxTCvj6CUyBcYxOsBGLlaJrBWuTfXXgTzoZ09UW4WVoRGhEHGoHVmQ4mnyL3/GRKbRvoxsZaGMHmo2I0zCa+UMW82opBXkDNzAl/gHJnRh6Dnx3fQAAAABJRU5ErkJggg==) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe3XQWhcZRQF4O+OsQy1hhBjUQkSoYYQS0EpGrUPseDCViqCiqhdi4iICxddC4KICxHRpQsFLXQhSBVRN09EQaJdCKmIBqlVaoi1jrGkyVwX/wsETdqGzGzUsxnm8ea/591z7rnz+K8j1rpYZ27HGSxVEUt9JVBnttCtIlaKj+OJYDE5hsNVxGK/CLQwgpE6c0tzrY3RZCR4BQ/1qzilA9uxHYMYCrYl7zfEtuAEFvvVhVbzORSFxH48GVyLgWArHsZEndnuF4F5/IxRTCTt5OZgPHkhOIQJjNeZAz0n0Lh8KTkVTKMVxQe3Ygcew0HsxtQqr/QEUWfCXqUDnWA2uCl5eZh2RzHC73wRTCfDeAqnejGiAXXmHkXv2eB08tEedq7cNI0F7sZi8G0w1i28ZqqIE5shsKLpZ8oUzGfxxccn2fkLOryRfI6vlHCaSu5rcbxbvLMpAusl4WSwK5nDJ0p3HsWd+A4/NuRfqyLObIbAeq6eyfK0C1XE2TpzKHh6jLFZTiYzwdvJprNhTQJVRNeq1gb7riu6wzPBXehgsM68X5FtDO9WEdMbIdC60A115o6kmqX7ayHzJuayjOnWoIvb8QD21ZnDPSNQZ25rihxPPvyNT7s8jmOtkgtHGp/UmI+SFwd6RkDRuJsczVJ4f3AWL93IVItucEeU9k9ewzjurTN3nu/Q1ThvtFYRi3XmDNpVRKfO3JUsYfBL5lrsXmYwuQULHV5s1vj8xRK4oAeqiKUqotN8PYtTqJLn20hejbK6dXEZD+KeiyWwZg6cD3XmoDIBw0qEn8aZ4ND1HDiJP3gu+QmvK4tstnmYub+ft+Httip45nC4+T9xVdJaVlqkTMrppvgEhquID9Y6rxfrdV6J8fe+R5bJGEU7+KFZXt+s9+MNS7AeGmkmsTcYSK7As0onuk24/QMXNOHFopFmT3BlcgneCUaDc5eyXGeO9JVAg8uTyWAIjyS3Bc5xw1oGpDceWI2vgz+Tq3EER7u8VUWsmws98wA07xhbFM379i7xP/5d+AtSbBAQz2roSQAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe3WQWhdVRDG8d+EEIKEYCCEYEsorSjWIJJGwdKnpQtxI6KIC0FQ0UXdunCl4NqFZOHChdVNkaogdaEirYRctYJFBEuJUYrGVGOIoZQQQ3h94+Lc0jSxNCEvXagDj8e5MPf878x83zn81yNWL6rMToygB2ew0Iho3kiA/uB4Mo15vIWzjYiV7QLoWLN+KMuXL+EJvI0nt2tz1lfgx+DVZAK3qmEaEYvbBXBVBaKUvAvLmMVz2L9dm18FUGXuTGaSRQzgJTyDB+rh3JaIKrMb3fWm+2uoJTyMU0FXck/wIeaSL9qpjKgyB1atu4N+vLmD0V34Fb8UVUwEe/Fx8gM+aEQsbxVgrQoWkuHktl31gx4E48FxDGWpygn0Vplr8zcdnbjoyuCtYL6DI1/yAiaTKZwMFpP7cDGv5Le2ChBrH9QtuaUGuxgFbn8H719iHC+iiantaIFGxBzOYroRMZ9cwOE7Cu0o7sJgDanKHKoye6vMm9oCUEOsrJr0bkz9jj30BGN4BDurzDeUwXwW91eZvZsF2Ii+l3DsTxYX2B08pszHweTToD/Zgz6lbV9tBmDdDKyNetIHlS8VZfDGMJ1FGU8F88lo8HXySSPiSNsAVoEMYLiDkQ5eazIfTA5z4HveuZ2nmzhXVNLXiNiQQjak4yrzMu1ci75LxZRmMXuGwzg5rbhVFJU8vtEP25SRJHN4NziGqeTu5EQw8xcTTRZb7FNOU1Vm9/XMajMt6FIUsVL/hpQqPBjs28Er51nAZ0F3qxjYUTSD0SwXm9Nr37vhU66+Fa2+Gf1c/39UZXaeZzxpBa+3ikdcNqnO5FvF1ddFu47Zn5KjtV3PKXJdyCLh5UbEzLUSN9yC60WtkpuVNh3Cd1gO7k1mGxHv/VPelk+zVTEUPI/BKCXf28mpOxkLXr5WUjtvOiM4EBwaZOQPZptMnuHz4JtrJbWzBQdrW34U55Qb9W6cbkRcuBEAA4plL6DViPitXe/+P/7d8TdVgw+6MIkSNQAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe3WTYiVdRTH8c950mkahsF0jDCRCJPIEOlFQub2QiQFURTtcicuQiKoRYuIiFYhQRAxGG2KFLdBi5BI8ykwdBEmGFaDDMNUvgxiwzBe5Dkt/tfQcbKr3JGIfpt7n8t9nvN9zjn/3zn821RnDtSZ1fWKd0mgOnMlNuHu6wWxaM71hmAbJpKZbzI/SI63IqYXCuCvt6wzh4IXkr3JFJ7Ga3hooYJzaQY2DPPcaXY0HMf76MP4QgJcXOexk+xKhvAz1iWvY/1CAgTUmZRU92M8WJNswXAwmnyOMxhuRZzqJcDcJgTJYHAsGUvuQwvfYQz7egkQF77UmX1YUrG0j6NrcROO4jRHKtoNDUYx2Yr4ohcAf/VAK6KNmYbmHAdu6Px+rlCONvyI1TiEI70IzvwlOJt8fJBZnMJBTKIJHh6JONyr4PMBTCtp/jTZjaFgffDYjWye5ac6s63AjbcimjqzvxUxe60A8U9/qDPvx95hBqeYaHgG5zGBmeCJ5ADOtiJmrhagG78/UbF/FneysuJbvIjNeCU5gbuwps6c91RdSd1kYBEeVIK/tIyNFU6i4ZOK8WQlvk6+bEVM9BSgA7FEseWlFfcuYmebNyq2LmfV7+wPqiyuubUVsbtbgG5H7lml7gMNa9scq7htGasWl7cYupWR9Qzi2c5Y70pdZQA6+8E63IFXg+ngUPILhireyXI9imYkYlc3z+166WhFNIoZHQs+w/lkQ3ImeKDht4Z9yUzyVZ3ZX2cO1pnVlZabrjNwserMQWVw3RJlg9qGpcFHDRujgG3BHqV33sKb8zXoVR8b6GxI0zhVZ04Fk8HWhh+wM3lEyRbFtKaUMX+ZrglgjtrJ8eRdHFbMaXkyoDTuNN7ufF6mayrBXHVKohUxXWf24/koS82TuAcTIxEvz3dvLzJwIfCmOnMA31dlqu5YUU6NST78u3t7AtAxqkexIth+M6v/wK9lsm4PFi8ogHIi9uLxZOx08YI9eArvjVxhWvaqB/pwe8eO2zjTipjqxbP/139ffwKEHBtgDabnMgAAAABJRU5ErkJggg==) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur211711 6.6666666666667s linear infinite forwards;
}
