@keyframes rwdcur178518 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 14, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhe2Ve0xbVRzHv/fc28e9fUFbGG9aBujIgGGMW4yLj4jiI3HTGOdfOhfDdLh/iDETGXFZJA5UnCPGmcAWXyyZMQ7xkSWazGjMmMtADMiAVVoeZaUtXVtob889/jGKZHFlrSP+Id9/zv2d/O73fM75nQfwfxf3bw12PPlETcDv3clzkECEIC+oULKhrLalpTWwqgB76/ZkXhwc+MDtGtum4xXcXpyBsQkP7Dkm+CLaaU1e+SNHO46dX8mHpAow4fyz0+0c3QbGEIgCk+7LqCrUoaDkNpSUFGU5Lg6eaG9vV68KQE9Pj3baNV4Tjw1q4BYroLcYUVEqw7YuhPXmcPFAf1/DqgAMDQ1p8zVh8mARw72FDBoeuDAFbN16KxSqRVjWQOZF+GY99zidzoRjpASwMPLrljJrDKIKMGkBexrgCnL49Ns/UJCjwv2bMyGqGfxez3h+fr6SyEtIdvC3mg9Kwd6T73NMXurLsEqAex4/npvEsMMPk16NYYcfxWWbelfyS3oFwkM/13HyZVs8jimALVsHe6YKAOD2hDHs8MOs53FfqVp7UwG6uroEJTRTH4+pAvAcQCnFY3eYUV1pWMqtrjBCJahcK3kmVYLzp798XBeZyozHCgN4Asx5QzAZNKgo1EFSE0RkBZlpGkTSN54BTtw8AKMkKst3FLd4jVH6d29xtgjGAJfLBzp7phFAbSLPpZvw+V07d/O8YJyZmpwpLFr/1TvvHvZcm9zd3Y2+z1p/Uq6M3AkADAClgN4kITfXtJTn9c3DN+MHwIE3lZ5kYnrLax9+fjYhQN2LL+SMDg92usdHH9CnWQJ3V218kwt5FniN5AIRwoTjBBYNm0Hlaub7bQe37BJXCA97kRUCf3VLuRcKOoLO/mcVOk9ilEEQ17kslTXlLzU1+68F4OMfZ3vPXRkZc3z8XO2e4xvKq1qbDrV999D2py7FAt50gS7YYmGfhfACR9TSACNSmIvOVsT/pZSBUsBg0CAQjGIukn6AaC3f03nvo4oS40DnjbJMBn+4MNx33RVIRkfbWrXuX744zUKOu2R6dS/wBMjKt2Jm0gfBXPnGvo7uhoO7tu+W5yaaBZ21sfH410cSliBZtRxoUgf7v/mdRCaK4yYxBRAIIFg3vf1qZ099QoNFpfwavrz/9SgRzR8tnwFjiy3IpRv1SRkAALhYeHP8BCoMoIxBIbqYkGE7daMeSb8FcX3Stm9LyNX/8HQQAKdROIPtiEY098GYMfDKoffGVx0gRsSBwFzUBSBPn10ymZ6XV6SVdM6n6w//43m/nlIuwTN79wcXYGpgkv1Urj3LI6oVK2NKyhNa05rWtKb/TH8BF2N7zbS9KTsAAAAASUVORK5CYII=) 2 14, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYhe2WbUxbVRzGn3NuW/pGC+2gDsZaWEEG6IyOlyJDcS6YxsnMnAmZYWgyojJMSJYMZpZFF3AhKombjgxnsrgxZrJMjLpEUUlAXIwaR4jrHK0MxoSOlxZuS29p7/EDAxdY6ULxkzzfzsv/d55z7nPPvcD/XWQlIC+XvZR2e+TvKg2bNk9RlQgQ/pntJVWVlZXO/9xA6a6dz93ou3pO4ncrM03x8PJu6A0J4H2sF4b0bSebTw0vVU8jWXxnybOv2K9euTjtmVS6BWBm0gmzQQlz6gYY9DFZw45rn4ZjLNtAfV1dyqDjz+aA30fBAJ0c0CuBpLQEpBtnULBZhaxE/9O1NQf222y2lTcwODiQFhC8VMEBD+oYVFLgh34Ck1GPaLkWzgmKgVEBrvHxbKfTKVtxA7l5lg6VJta3xciQEQ/krAPS9QwfX+yFUuVH/iYttGopnMO3fi0sLPSH4kQUwtee33p6bcBWNtdmDOi8AXghgVIhAc/7UbLVUlp77LPWUAwuEgPWR0yPwz+WT+5sgxBAKQXGPCJcngCyUxRQi/71RRaL01pcPPJt12XfQoYkEgMkKFiDIgPl/j3IOBXwVPJcywuR9+aAv9nmnXLWA3hzIWPZGTh6qNZMhOEMQgg8fhZ2PtWs7bxXf8gTeGNfZZbgm5YlEo+ccBxVJJod+w+9fWtu3LjxodHrfd2/ie6+R2UcQZBKoNUqMO0RIPj84MjsIwEImNrcGpuR2w6cX7TOohA2nTghu/Rl29nB670vxCWYfnniyaJdxOuOEUbsBZRKcikl3yVt2XFmT3l54HCZ9SA3caUOADR6DeLWqADMhtEbjHa4dQXbJ10u35H3jzlCbXSRgVcr9u4YGuhP08bqex7LyW2vrq4OzI21tLRQe3trBRM8uxkX1UVcthowAQxAUnI8omSzmWYAJumG0tcbzodMf0gDodT0QaPcebntAgGTQbPuXPBmxyl6p5qTyWBK1s/P9bC4lor3Lu2+H+59GTje+K58/OcvToO3vwgAARYlSogwH2Aqk8Fk0kNkDLdHPfB45P2y1KJNNUcbJ8Oxw94DZz56R6cVrtlcA3/kBYmKJ1RKKfPO1zGZwSGIiqEJpzPeNTaFgM8PBL0xbAba73vsX4fjh30N44yZLm9A2vNAxubhKEPmHumajdUi42a9q82fU2NebnTmtmyp1txC7zrPgHe0/Mfu7rD8ZV3FB/ftLZCyIP/Wh5/8fnf/kdLCrxhvtwIAU6X0HW7tTA3HWtZNWH+8uete/SKIjQBWcGpRbkg90P1TA823WMSlWBH9kCyCiX4rAEjkchqvmbrwV8fJobNNDbqlaiL6FiwUF7u+KihRFusSYx9WazU6XqDfBMQofiXXWNWqVrWqFdc/IP96BdZbOEMAAAAASUVORK5CYII=) 2 14, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
}
div.testarea{
animation:rwdcur178518 1s linear infinite forwards;
}
