@keyframes rwdcur214822 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 17 12, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAHNUlEQVR4nO2abYhcVxnHf+e+zd3dyWZMl91pDBKKSBEpISBUpSTbapEIIlRKapsWjKSiTVup7QdFyiJSNI2aTTWaL1q1flhBJBQpFJsEQ4hQJDSJiJRSatku62TfZ/bOnXvP44cz09md7LzdubumOD+4sHvveXnu/57znOc8Z6BPnz59+vTp06fP/ycqacXHzstuV7N/5xC4QCmG6YBgGV55cVwtpGjjppJIgCNnZSRrc9CBk2MZcC0oRlCoUIiFB+Mil04eUEtpG7sZWEkqZYSnfMWz+Qw4VQkHbMh77HCEFxngi2kauZk4SSrlfXY4FiPOGvksBbaFhSKPkE3LwM0mkQC6yX0LGHIgI8kN2moSCTBbprDNYdZRjDoKVHUaWApu8UASu9atJ5EPiByOBZqJmTJEH6CvvRGJBDh1l1qIoRALfMDfP5kA7ViO+Mxjf5G7N6PttGnpA6ZELK6xy5Eby72xRD7UZhm0G+a8aB4a9tjxxyvydqrWtkF7MKh498DHVNhpndZO8BqjKF6KYHfjo9uHGYzEvHyjz/tQBoD9keJ8p4akQoWwqLgPuNxpldYCuFhE5JViV+MjW4HdpFr1/mD12jJECACvmzotfYDrUUKYmi/zz+tlKEXmipoFAltIrOv2zJXhepl3gV+LzWw37XS0Yj9+Tr6ftTk45uNEmp3bPbyhFmPHUubqBS3makaoYaEMscB8hcJihTOT4+pwt/10FAgp4Tg2p5Yr5OdD/hBqbgvc5uW3uTCYKMSqU9Gw0MKVSXUJ/k8IgeZ0AD9J0k9X3+lbF8UPV7l32OOJQZu7tzcRYdiFoRYCdUIQwXwTAZYjKGsu5xyOvRdAUOHyyc+qfyTpJ9FAPXpWHso67BvLMFiMOJCxyXlrvIlvmxGQaeYl2xDGsBqb+V2jomE1JhqweXkxorBY4cqJ/WoyWQ91epqpR87KiC/8dsznzm0uubXPMhYMd+WP66xUjADvIxSKMXMzASWBQ5Pj6moPZq+jp5l66znm5u7h0JDDceDhtc/KGq6Xk7Urjc5P8fPY5VQlgOhfFJK1ujGp7Nu++1c5lbH5eq5h3isg694YKdaIBf5dgnJsyu0cMF8/rgqgjYcn1Dz13F3qx2nY2kiPvtqwFMOAmABo0KkGScr4ggEb7CbRRiwmf+BYpqxssLmygEGbT03+Tb5Wu7fNh6wNAhEhL9+/VyUeFakIYClmy5rpQsjOUVVNitjtfYCt4CND5u9yDIuhGTVaIBZWHMVMzmOXgi9jLgC0hsgCgcByWXrpDXntwTuSJWJT2Q2uhhwXmNDAbBlQJhboBs+CWzLmCgWmV7loCV9AeLOxbCky/mW+jBfDL12bg0ltT0WA059TSwrmFJBzAYHVqF2t9ahqZqkYgQW/i2J+UCjxFsLTwAMCz9fKCu+PEms5ZCSIeHTqmjyTxPZUpsBaBBOmhhqGEtQvxxBqPO3gT+xTEfAKwOTrsoTw7cbyoQYrZo+GGeBH3faXakJEMFFaRSffC9gWxML9Hnyzdu/512VE9I070hpBDMshg1NX5aO/Oit+N/2lKoAFjGZg1O/eB4BxgDkPxnz48JrXcDXfAH7Yqq5rcaeCVwfG+Hg3faY2BULFpazwqGfxPVuxK8kIUNXkim3OGDh+UXzX5VkRvqTU+kizkUjjzZXJY3f3TqmNgIyFJ4phNkifJWS353EE4StKcXu7whoIYhzf4r6pq7Kn005SGwEu7LUUx5LkSmJZH/5qAQV3iHCim1hVKRwlPBPDdTpMi6UmQN6rJkIS1C1V1u/8ekm1L3acDjWkIsDjr8lXFyscHsl0Vr4UmeWuRkU3P27rFqE7AVMRQCw+GQmfblUmiE2GZ8gx+/3wJsgrQkpOMGPVj8k3ItQmcfnWiglhb5aXh5RGwK0eWC2knC7Be0EaPaVPTwIceVWGB1wmysK92RYjIDZx++acw/VITzb5WXyBz8fCbZ2UF2DFJDRvGlLfDEF1p6ZvTIQIsFAxf9vVREgaRA1nCFu+CjRSjMyQzzVZFheraa/RDpfNdixVzFXjfy5A41o85ps4f3q1/rzVqU87liMjco1QQ2zaDYEJLZzptK1UBAhicNX606BIQ7H6VTK2OSypCQBQETMSklCMYLXRjwjvKPgT8PsXxtXbnbbVkwCxReTAm8sR+RhyjmWEUMrMy9qwzFZjfbd6v5Y0KXQZtq5FhBXgnTW3LkyOqye6bacnN/SzP7NgBTwicCaIYSYwX7aRYvVEOe+3Dpi6QnFJbPbVriDi6WTNpMCT52WvCIcUPOnbdVUtBTvcurcXMSc+jaN3OTI/tW3D34Hnav+IMDM5ri70antqP2g7ek72WHAYQIT9SvEJBWx323/1lQiC9apcoHE7q7hyYp86nZa99WY3gaPn5DvAA0nrS8yxF+5Rv0nRpKZsyjLolflpkOMXSeuvlCilaU+fPn369OnTZ0P+C9M+nP0kZaorAAAAAElFTkSuQmCC) 17 12, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
}
div.testarea{
animation:rwdcur214822 0.83333333333333s linear infinite forwards;
}