@keyframes rwdcur138492 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhc3XX2jVZRgH8M+ZY56djbM4zD8rNBu5rRimXcy2QHJ0oQmRoV5FFHUjQRBUeBPUILoICZLmRYpdd+HdLgxh6SiNCMJSGZlLz2DqdOh25vLPzq+L3zl6dnZ+v3PUm77wcH6c932e5/u+7/PnfROdnZ1/jI6O7sV34tGB9zyrT7M6SzRLqBe4a17ObVfd8qeL9pt1roqte0ggaGpqMjs7+3YEiTewG13I6DHtSemK1vK47qop58z4yjnfVyNQBwcOHNDW1nYQb5WMdWEE36IPGTAnH2sto9XTXrDWIeuMWK49jkACQTabNTk5adu2bfmJiYl3CmOfYfUijXbTnpeWqLY2BDjtirM+x9dRnMGGDRsMDQ3VZTKZg9hX0TlckordhVLM4R8pfIKPYwnA/Py87u7uOjRHGr2p3g03Ea4wCnmclDOnGa34SBhPC1Bf/JiamjI4OOj48eMxVuVx3mU5U04JTEtIa7BSSrtW7ZYWFvWrnGsLFtKKL3CShVkSZLPZYGBgICisKUpGsQfJCHJJnfbYaFS3GdyKsDNSrhgcPnw46OnpiXN+Fo/FbU0JMpb6LcbWHHYVJ9fB8PCwVCpl06ZNi6zt2rFTS0tLB16rkcCUWzbix4jxJD4o/SPo7++/x7C3tzfo6+0NEOzasTM4euRoMLjvmyCdTs9bWCeqISM8tkq7cI2wPizBp2NjY/e0xsfHZcfHrV+/3tYtr1i5YoWmVMozXV2JEydPvHr7zp2L+L0GAnPCbOpnUdVoxDx+EMEw2Lpla7Bs2bJF/ycSiQDLa9yFJP6K8DFEWR0oxepVqySXJvMYwItFCYLgOVypkcC/OB8xtjKWQDrd4vXt27WveaoPP5fIqRqdFxFFNhVLYEldQtfarroL2YsvE99QquAurleQ+B24NHFZYzKp/6XNtxuTjbsfgUC9sIaUy6UigYqN5czZ0/nrN6Y11DfUt6TTax6BQFTA3ix+DIspwU+0Pf431j2k86pZAF9GTJjFoYd0XMQeYb5Xsr+3OKlDWJmKAzO44X4Dyjyk87hKOKkssH8pc1wqx9DwgM7rxR/tiXKF94WlM0rhmAfphmrvhqUYiVGq7T4Qjo9S+32gtEl04AjWxKwuvBGRE1bEHNLCVGsvSLG25Cy+2o1jM9HvhnctDMgomalhTvm8SRXuhJXwYRUSdwpSC4EiiUkRt+IovIkLEQYrZUqcTAqD/IFRfBmVZ0etBGYL+o/SyBCe24j7x1KNwDX8JCLVylHLA6uIDuEjtU9YaJoLv3eFEX8FZ7BfTJT/7/AfFxzPNDEPuucAAAAASUVORK5CYII=) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur138492 1.05s linear infinite forwards;
}
