@keyframes rwdcur182238 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlUlEQVRYhbWXXWwcVxXHfzO73tnsh+PG9dfaImpj16QPRUhBipDzwANISGDRCBVVNUKIj0rwwAsSr7wWIVQkqNJK0AdcKZH4UFOJCCIiRCthigt1IDKR16RUq3X8VZxde2buvTNzeJg73rUdkxabI41mtPfec/7n3P/52BwPFhfI2W95H/s/kLgPWC+KSAz0Ab1A8bgB3A9Q3r4LSomI/oUoJQKMA6eAwr59Rza4+22miUm9LAKl9c029NRZ32wDjAEPA5WufQWOAUQmeaAi9fMCDAIfeuvtOyL18/LW23ek0WwJMGXXaxkYe+5/lm70CYAzPjcaz1ZXG83WvyRqwcoUErUAiGerrzvjcxdIOVHoPneI7g90TQXgVKPZkkazJWYaAT4Xz1YFmDHTSLYGTAGP0eHEfimu3JoW0ij18V/I62QHlJJgfbPN6tomErU4d+4jXwAioGW9LMzPL1xz8r0MDfYz0F/F85xJYAPwgdDqytd/ixl67CI76uMMT357AnjP6on2A8gDrogEmF8yOlJn1P8VrEwRz1av5GbanwbWAD+erS65wc9g5A0YeRLMOCJy23GcCQtQ23fRG/oMldM/Jbj9JYBhu+YfCsBxnAGlZH19pc3q9lPIiRbnZr7/ZXvAB7ZzM+2J+fkvLjnb32RoxUbAcT4LlOjctbv0G9onH/ok8MfMRp+N0n3J6lrUkec5E2O13k8MDfYzXHsEM83LQD6erS6Rpt7ScO0Rhgb7Gav1fs3znKeB7S7PEqBY9OBEsQDbGzD3KnRS9b5kzACE9p6aY7XeCyM3Rlm91GJ+fuGae/pZ5ucXllYvtRi5McpYrfcZu7cBNO13CLj1F2iffPSH5HsKUFH05HejfGi9yH4MrTcbUj//em6mfQHAyffCyBvpG8jNtJ+R+vlXSHmxZkO7bc/ncxq8e9+Cvk2gRvmjwzR/whXSelHhAaXctalXAx4HphrNlog8l6XeV4GLwFTXvkqXE5V/Po+ENxGR50XWvyEiv5ag8Xm5+zICPEGatnu4sKcU91ylSsrYLWBtoL8KZpyB/irW0zVgrecqo3bfHh0yD/rPwPJlePg0EOD+7jWcPwApGUv7r6IbTUJKpjB7PM+ZFJHblu0ZgI0u4xn5ANwzs5zdKrKYeLdwV6Zg6kminyuGXuNZG/4DlXF/KdbWuG8Nbtg8f5eUdNmdZ4VHWx2VN99cuLe4eGexvAbuzSdYXhyAvy7jeY9ya3H5RVIilrqAAJ1KeJhknTG/Lzq7Ebzx+z+Zh/p6KZeqlMsnqNVOwUvPsey6nGksw3cv0Wy+x+bmv1Fa87Fzj5+hUz2jB3Wybi8TDjaevItLT0+ZiYnRzq9f/w5ngCSByEC5UiZJ4MqVy9CpjPr9AOAQw7sAoiRBkkMmNQeuX7+OVpqzZz+MiMC+ynikXg64SSKZ4l2Zm/sLSoWEoSJJEkTAGEOcJLCPjMcyzYjboZLWoJRCm4goSoijhCgyaK1J5GAgjxqBVOwVGANhmBAEIXFsMCZGG40xBt9XGH2gGR4dQCICDigFO74hCEOUNkRGY0yCiWOU0vhhiDb/BwCRjggCxVZLoVSIUgrfD0gkIVSaSBtMZPB3fKIkPnYAia8C7t3bonnXI5d3iXSM7weICEprlNbEcczg0CBG6QMKjkrC6KmLnzrdXLnL7aVl1je3KJXLtHdCfHsVQaiZnJzg1avX2AkC6JTvdAg+IoA86T+m2o8vXf6bVynhFYos/n2Bk9UyJhZKJzzeebeBCnxefOF7XwHeAeqkfSU8KgBI87qPdAIe/sGPXrn+j8WbeIUCuVyOKIrQWvNSavwuaV9pYofU4wCQgSiR9vtTdEbxjGMRe7vpFranHBcArLEMSNb1Mo5lY1+LvSP8sQLoBpI93QCirmdX/gPf6qxguVMpbwAAAABJRU5ErkJggg==) 8 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur182238 1.6666666666667s linear infinite forwards;
}
