@keyframes rwdcur201087 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2We0xWZRzHP+ecl8Nd3vcFHJ0RagmrvCBWlo2sFNEWuXJdzOZmbKW1dZtabU2dmuMP07as1JxzbloWrDVXlNcYuAZkyE2BecEIXy4hd17w5Zzz6w8gqUBfCvzL7++Psz2/Z7/v55zzPM/vUfBTLhvdLMVtnydZ2rkDmNSfqgbOAjnedDr9rTcgh5/msWYxz4QkBT7/UuLKhERmhsUSp6uoXOKi7xT5zXvbduXTww7vaxwZCYDih7nTLOWj1MQFaS+S7u7Fp3qopYVmbGwicOImCh3d/IxtpUVrzmy9+iFfjBpA+M/s3jg7Y+lCFoXkc5JDZJV6qP2qjdYswI7AuSiSqKenMzM5Aiefsa247omOTWY23/gLMbx5ISlJcmdXq7RIuZTI27Li8BxJcg41N1Em7VkiT8oKWWYFf0KmYy5DzhsZQC4H9slu65xUyR7ZcaFe6vTrzZ8s0cfnyv0SUU+1Yy6L/PFQh0tENBIjJnEtNKs1XOIQWQcB83rFmnr/yDxHJbaHKGym+wMw7C5QnPQobmK38gEdbR1oEdrhGOU2+3rF7FqyrxzrwG4kCIj2B0DVouMbtBkk/yvjxZZa6julA7MYrh61Wm9UrDcLn1UK0gTYw3/dvwGICECGI5lHBydanbRLO/WAqQQBJqk3rGYyhxBQDTqBOr8AFNvmx9M/JAObHSmkDCRcNtjN5KmK1pPywHwWPL7gZZeNe7hCLhscqSzTl4DipB6bcr8AEGEaM8jKy3wIyNCXkwbQooISQpYvz7oYShgVlCeYhXzqsnG4hlgJvoNsUYJIi06KtM1CilHJ9QcAbdyEhma5ItVyQb6UfaIvp0RfeW0LhezkHZfN5QxZL1PldgkvpiD8JKvDTjA59BATQ78lPSyb7yM8yGSJlvBcChypLPbLHEALjatrkzbxyGU5I2XyuWyXoHVUBDzHQuhrQqH7Wb1cnq1bJa9aH8sWSZXZEl6IhOcjTh9yr8TLHtlhOXv4NfAtlvptDihacGxDu7dqfDdeuujkCk3kcoL33n+30irlzd7vOOKyCTILeUUZzwvzJs1PiCUuLAZD19Fx4Tb3srOxvKGsyPc127vfGGEz0gKNOm9PdYwPH1100kE7TTRylGw2r8o4a53idTOXEwDjyomzPaSIl3hgIj5MgrhEO6fFxzFvOu0jMQdA0406Syzplm5plRb5XX6TcimRPPlJ1skaCdpIVcDivt8xIFf/Hh9qMY5Ufx0WDhwoqASgE4BOMCE8zFw2rd2UoESxZfDCbFGx+5+jA6CiYmOj9vM4+iOEEKYwnQ271k+1z7M24Ck/DqP/AmBiYvfHtURfBKBzN1PZcHTtfXY960cboK8ZmaBYCg7LQVttJ5HRbgKtcSTFP5iDQ1MJ0EDTVFGnAGdGl0DTjbqenh7p6uqSqqpzoulG1/4DmXLZ4xEtOPa4FjbBr77+vwAGm2u6MUvTjbKamhopKPhFtKDYsrH0VwFqaz3cM+0RL/CY5fMUAjVFRWW43U6w7Rot0EgbMwJNN44PvPmgsVmablRUVlZKTk6uaLpRMlb+DsvnmffPQcvnKdR042J9feNdkZEuuMFVbEyk6Yah6UaFpht7Nd2YcdMBbumWbpb+BHxGDaU9OBnoAAAAAElFTkSuQmCC) 0 8, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 8, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur201087 0.6s linear infinite forwards;
}
