@keyframes rwdcur7495 {
0%,28.825619834711%,100% {cursor:url(data:image/png;base64,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) 29 2, auto;}
28.925619834711%,50.313223140496% {cursor:url(data:image/png;base64,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) 4 18, auto;}
50.413223140496%,66.842148760331% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvUlEQVRYhe1WXWwUVRQ+587s7OzssN3d0tLUVepWKrbQElMbQqgoUkKsPqgt+EuCGIokvvmToIkxJiYQ0eiDusQH0AcEBKKGWo2SAoZAgUb5ke2m4LouBcq2lO7s7MzszLk+KFjsbmVrTHzo93Rzcu/3ffc7Z34ApjCFKfxbtJ+SAmuGfQAA8AKXij2Ok9VVOrT9DDFJxB8ERHAxOmwRS2Uj3meK4REnJb5G284Qwj6ZYvW3DnYhcTp9MahcTruK5mJFi6/V30WEJarEuxbf9YuvtQFCqxb55lk5VwoF8fti+YpKwLs2vRg4f26am3+2/qH0nKBaIh/oG+7fPiCf0yxlGXBSAWDLf2ZAttSenFuLNVUPKKfO68lrdSIHBISoNqQ8VfosVw1RawKAwYyox+GDGdpEnEW1YCgNOgMcGdVlGluvrRxWBOYsqK3J7gyW6195ZdxaXSFsUGzvhetPSAEUl0AgG8oRNgZVvXNsnTEObY3nOutDIbt6hqjsPh4/FArMSm7rQS36VnB0Is5/SID/tXydM8mxNAQwiBjl230imRQ7TyQGSr2SsrQOF4/ocLfSoe2fSKHwe2DdJVVxvGcA2WEEGiTCNoZAVb7zqWT/6X2Ptc6sEAUseAEE0XBLs/p29DgrRg0+rEfURfn25W9BO2eKnemTREhU+DKawwW50j/azRDturJMfeSkbbs5zLFsHhVEzJvG3JCnSpHM2h1H8BggO1vIaN4beAKZn0QGqeoy6n/vSWfh/bN/9d1ZcYXNmjEsWQyi5WUe6WxCi3++Nz4gIir5OLpjueT6Xaw3bbLlnGPBORjXAs+azDci42G/x+5eOjfumxmU/ckr2XEEqkuY3X3k0im/T1LBU6JdNioN3RRpmsf0G5Zoj+jyaNpijxKHj7MR7yuFDAh/L7iaXtV8bq4uqYt7W+oCNWcupC8RHzuNf8Ainkpc1Ed6Y05mgBpWXtVdMc0SrSFNuu+q4UqYXNzHyXGym9V1hcQB8s2AAxWcc1lAgMtpruUcINNm5BZpXLsa68v9Cfv2O0wbH64t+VojpKpjG9pXA14PdstE4nkNIPIGQOc24pDY0FkatSk4z3HYSHNNksp9N7aCITHGgLmFTDPntAQAUk0v75ruvLh7t8S5Zgu07OjG9k8mMjB+CBG+MG1xdFdveKFm4r2ayQwzx950u2b+WKYqNxjOWgIJADHDUfcoXliEAFs5UAsChQmcEAC03vPSjteKMkDEftZNscPhuNpyWIseUZsd4A/Eh2h+67zpTWP3ul0EgCgxIP/+N5ZrAghRUuRHjr3d9t2RTct7j25sX2GS8c5EBsa1wNisJP5cxsekclI3Yf6Wg7/9ILmYaNlEAACiwJnssoMZU1oFAF0Odxag7oQA4MtrR09sWqkXlUA+ZLnSeUtA6J9dWaU93hQOA4pWc01pODoQNLKWOMgREgAAnEGKcfDfDGdRBmRINx6IOev2HJfYio+YLLLqM+dHSkb7LgSYbmEbA7YXACBnuroQ2aFiDNzU19DY7DugdGgNBy8qUcXM7NzWw593C+zbdA6fJmRPGBFPNwCAKJlhG1kYAPpv1sCkfkqVDu1DYuxTJN6YjXjfnwzHFP43+B3laAwvu+tH7wAAAABJRU5ErkJggg==) 23 8, auto;}
66.942148760331%,83.371074380165% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRYhe1VW2xUVRRd59xz7zw6hWmZaWfa6bzKo6JRUqoQgYTHhw3GYoAa2mJIJKkhPiIx6gdGQgyJ0eiXaJT44MOCCSIUYwjPEEAaxQbRFCjTmXZ4tNR2gJnp9PY+zvFDmgxUykyDfpiuv3v22Wuts+/O3sAk/g/wrDzln2gufRAGiMk/nFZ30jGRXJbX7blnmNcLpfeHmszokWfFiWYKHBpsXZgGAH9jjxPCfBUQTTr0Bb07qwbGo8yrAt6K4Rcgqa+NfrvrjzkoIfOu7lv0OTYL6m/oukiEMcgkNBRYSbuFKLFAY2zOAzMwoqZ2EYiQt+7ENgCw6JbZgLEdAHyXYgsVRqIOO/3SVcTaHgpaEuEy+SggNo3HSfIxMIqyZ0/Oh0ADgJkm9A3X9y3pDjZG3ywsIItCXkW9TWwESqTzR9rV51OqeS1+Nb4Mx5cYd3PlVIHp9Z0uf2N0a2BN15bAupjz2t6FbRTGdgHBqWB13uardgFsck1lybfXFi6VGagAmCmI/FSNfccUG/UEfYHGvCvgX9sdBDePERAfk3BBZqRjeITXCZDN8ZbQ+94Vpw4Rge+Yo2yDw4pI0GMx7DYwTQe/TcGtMklfuqKXpHpGVkUOzNTyq4BpVtsUctZhI1+7ptL29150VlfPsrZaZVIfXhv7RbZ798kODxgRqtNB0/MeZp4scQBAcSHpS6SM9n8Sv78BQt4omyZrj1VaeWmxbN97Qu0wTdCQV4kESuVogU1awLX062ri9053kWyvqpBLstM9RVL38d/U5wD6/b0kxjVABH+3N2E8WVRI+wEgkeIaAFgUsFdWFlQ/EpIVt7W/zSqp6aF0Svvm8PAf2fnnL2tPZFQeBcxwoCG6H5vFGL1xDXAhny0tks7ZFDJMQO7o4Lbzeremg4dnVPmCgUDQ657y6B3mAWxc5fA57DROKd2mKGDBS9GhQFNsTaAhVpVbBaix026hyes3jHJB7rx7IW7cFACGNfRbLIr1yOGDR7PjAsC5LuNKZbniLHexgxVuJVHhkXczCesFN4pzMgAutnRd07VfO7XlFS6ps9BGx4xVSZIoIGncNHjyxoCaHWuP6AMAUOKU7KsX22YmkiY3dBGMfzvjp5wMxHdNP9q5I7QuOWLW7z891Nw3qDnTKh+zdFKq2Vda6nVVlLvnpzNiTLdrJriqcW1Y5XWUi6ezY3lNwmBT5J3HZ1mXrV/uCH7SOvTz6HlmhGsXY7eWUmbzKIweLrCi3+NiTDOIkbhlqJohoOuYrhu8o7ulckM2Z07bMLAu5hQa/xMgycE0DnzaOtSfHb+eMO2U2T7oaan8yL8m+rLGyYxkXKtlEonohqjmgngg8KNJ8cXd3LmtY51vtFvpHouMtJURh8gKpYa4pqrmFEB0AEB8V/jjuc1n2MDItLcMnZ8mEC/1tIT33KvY9/0Fs+uFoiqxr0qKJepzM0Uz/p50pgmezJjazZRh3MqI2nhLpTenx9yF+y6jpCXi50LQRNKs3VhvX5zKcO1yn5GM9enp3gEjnMyI1YKLZyYiDuTRhL6mrhpJkM9kCf0GR40QwgWQ3QDZ2tMSOjtRA3kj0BibE2iILP/PBCcxiUn82/gL7JH9cyS3EWYAAAAASUVORK5CYII=) 4 18, auto;}
83.471074380165%,99.9% {cursor:url(data:image/png;base64,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) 20 14, auto;}
}
div.testarea{
animation:rwdcur7495 2.0166666666667s linear infinite forwards;
}
