@keyframes rwdcur222083 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGWUlEQVRYhb2Xa2xbZxnH/+fqY/scX46dxLUTx3Gd+JLmQpvCsox0W9v1srWMUlUTTbtORYONMWCgQiS+bBog8aUg0MZabQyKYGjaraAyoBeldLTpjdCuape0aW61kya+xHZ8OT7nvHyATh1S4pQm+398n7+e56f3eR7pfYE55GuIzBVeENGzBSrc1bxeKr1pNEvNi04xm9rXbIh9fv2mktksdS1WDWauIKVqm5tX3V+np2e2EIp2GSVLTy6bVj41AAMnPMBzhpbAfR0giWTbzExmjcXpOpVJxm9+OgCCsILXSeeSFStRzGQhcqyHoZiu9HRiSlXV84sOwFB0nbOy6gvZeBw16zZi/ESPbpHtgrPStVkpFGzu5pV/S4wNkbsBmHULAIDh+SsUw6ipq/2YSWfgXLWBTidT4DgOoVDkW4gODXAME1o0AG+wKaUUi1neLGLw3TfhWrdJLygF3BgZTpU4g960dbv/3q3bjsmy4//ekjkB8ko+patqiuZ55G5OYOz0Kdqzcw8yU+PZvn+e/8ZY7fq+zjd+51r5nZ8eMAGvWF018p0CzDkD1ko3oUvFLiPPVyWnE6nM9X6BZTloU1FLPht/bfjgvvf7D53j5Wpv+L4dW9pYlt0Qv3ptsFRSri0IgNm5REU2tVl01wWSCt7NRAdPYOpGG80boBHarim5U5nRj6bSmmmi8okfrzAE2qvoqckd9MilACPZzhUL+em7AshMxghP1M9uPHDwcx+N01cSp/+0nzVbmo0Gzq0oRSpfyO3jOK6QH7p4qP/VH2X0iaiv9fHHrO3d3c2iN7xjvPcfcYuz6nIunVJnqzHnDACAYHUMm2r90NJ5XgeU5GSsO50rjPBV9TJtsvk0TWumDYYQ0Us9g2ePPt83iPMnL5kR50LOQMfGV0VKPSK7vbNuypw3AACCKFYlbyiPseqkefLD3jGKImcLOnWGFivalWQsqxXzH1AUVKNoCVl4sls/c9CpHv+trXT6HaipCQgmscZsEJ7kea5KrA6czE7FCrfnZ8sB5PPFMZd2GdSzvxQ/fOMX/RQFl5ZNID1yqU9wBXca4tfyVotlg8lkjtCAjRAdDEWBpikQikAnBJpOeLvsfCabTnbaZfnbyUTi6LwBSvmZRN2O53ByYNLGQQsRQud04LBAqX/hcpPLS7rWNDo82PFxQrNVYDlepFm20mwS25RMvMPA0J0myR7gWK7ZHVx5pHrT149PvPaDTTevXkiXnQGaoZXzR/6F/Ns/hOgLRXVNP2u3OR51OCq3p2LXdwNY7vQ2VN/yqzPTBZTyOl8q3lNU8oenk4mvMq6GjuhEdG10PLpv8krvuEChU3pwW3e52gAAwWyRV7S0kKfP9RP54e/92iEaeyLLWolkc6wBAKNZ+gpDMV8DAIvNca+Nwa8a7v/iTNsL7xCpuuGyw+Orvj2fSbTy1oqa9d7u9/4g+VsayrZAmckpLU89i4S7HkJi9CHLEo8rcXP8RCYVPwwAtMH8usQxP5Plyg+MLauXS2t3C5noIEhNKzjXUl4dvfiJFcxlpxVkp983vP3CUZMglL8Blga7/qX38pFvvk4aaz0kGAxrkt35yCc8LNdcEfwMCe/5DbFH7hlw2qxa095zhAGeL19hHmpavW06HGkljeEI8Xhqem01ARoAZF+Y/9hUt3oPzYlbeWBXaNeLxPvEXsILgndBAML19ROhUISEw43EKld8HwDMVrnVCBz4X68F+HP4xb8TsyfYsyDFASBQt3Q4GGokPp+/aLI5AwAgSdZX/F/6LuGB/bd7JV+zXzSZBhiG2TKf3GXXEAB0kAIhBNlM9qrVFxmyuny80RPcwnbsBhgMGC0VvFj9n3Zkhi4MqoJ9LV9Rc7Rc3nkDaJqeI4RCIT/TF+s7rqrxkS7jA087U4f2osKAptql/hibjf3RVOl3AkAhcWMoPz6UWjiAUqGgaSqUUumMzRsBaxAeh7sJpokLsD35+67izrdk1dHwUGnq+pfnk++O5W1/5Fitt47IvmUPAvA62h4t1u7XiHtPDxE7do3SwM8NkmPx/nGNPzlyzL92OzHZqwL/PXqOc4V7GZZ7huUFy6IVviXnuqd2Lnv5coYXZdutM8lTP6/2lVPZ9wAA0LnExekcZ0D8+l/VzBQBACWTuKv/wB1LCq/iy7vuXP8GAR+BYgDpFQUAAAAASUVORK5CYII=) 8 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
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}
div.testarea{
animation:rwdcur222083 0.66666666666667s linear infinite forwards;
}
