@keyframes rwdcur33645 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 10 10, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhbVXQWrDMBBcGxf6qEKVB/SQ79glHQrJd3LoA7KFPiqQwPZgS5ZkSZFkZ0Dg7Eo7o9FaJkS5uF2FcJDs+Zlos8k1NhbxWIBN/gQRaQEh8o1FxAWkyDcU0UUzx9Pa2pUIdfvtKiYeyq1wwj2CHNtDGPrq45gF1JKvFNFGybXtfm7o07lCEW3Rzoc+b06BiC7a7X586MNvRixuAYAopUgp1fi5lvC9CAZJSuDVBNCo97fg1Hmib5tdRB+T3qmfsx2Ycsxs6imliOQ+MXYOb+svXAWrhrbbkPPPOLSQhYBaESFXaD53Q64xPss0KE6Y+3a8vJoa2nZmJgAu+W4fWt2kvwV+8x1PBN8065mZxxhAdDk75AAIQKHDOIh96QAQkrs7ZjuXuct5HERiN2WZBuAxQShmxxMCFpYws5gznJ0gUEv4+nQbKhfqg/j3L3gRxc5EAJB3ewldzuXkRES7PTFz5CYMo4ldnX7hSHc/Be75ji6J0yORoecAqG/GBEFwriZl5pDIVQJiv5OYRJi12omsPyZrbLN270ApVVRnUWAStVZYvYANROSvy1ArpTvSyOoBAE2KQH+Eno3qXabwD0tajglRBrQNAAAAAElFTkSuQmCC) 10 10, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3ElEQVRYhbVXQW6DMBAcEJX6rOUBOfAdqNJVpVT9TQ59QNwn9DeREsk9GIOx12AbOpIlxC47s+M1IUAqHncNPuvk/ETUyeQWB4vYFuCS/4OIdQES+cEi4gLWyA8U0UQjl8+9tQshTfvjrqf7UmyHE8stSLFdwtAXb8csoJR8p4g6Sm5t92NDvx7LFFFndT70aTkZIprotPv3h14+GbH7iajBH9VmVkrnLlJqjpgTfdvcInabbKd+zHVAIGdmzcwhJ9xTkKE6CqeGUkorpTQAze9vgH6aBSwabYICuUfJc2UkBQAQkSFV33P+7Qq0ncboRLzr1NPx8rqoYQWI5C7aDgCq9d8Cf/gSpp2IzIVL3nZgZhDRHB+xvu981hh68OVLJCIi93nj2O0a1hm7XZQ2g7nBz6wBaOhnuG5XPZLKcZsz54kQFYwTDGa2k+sEI3sqgU4mX3BAFGCJAcdi00E56GRHTRQQfBHZQZn216gvR9XAeQmtCyCiyi5geaYntB3459cIs2sDzGznKQ/TEIbLRSwn5dlVaADT6zT3YVvD71x0NUbuXWcLYGYtECZ8bc+qSzuPEiqlFq4EpyDpDZUJ1wV7zAPYgROmdZcDzgwVJx3xF6y8hvNhcYSIoM4fAABonamv/LYAAAAASUVORK5CYII=) 10 10, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur33645 0.4s linear infinite forwards;
}