@keyframes rwdcur19797 {
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16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJDklEQVRYhaVXa3DU1RX/nfO//8c+slmSzSYEEgKJFBSpDRIgJeAjorbql9ZHxw+tdSyfbIex1jodZmGcjkNbP9iOdZhpSx3rF2xHR0d0KCUGkG6W6FAKaHmERyBs1iXZ7PO//8e9/cBDIAmU6fl4z+t3zzn3nHMJNyKlACJ070s/4vje7DKpJY7iLl9pktibB4Ah9SGT3KDJNJiX/jsmcebzZbN2IrGBsXGjvJ55uh6zI5mNeCq/QBGvZ2nFHZKd406EDZYsoUlb6gwAQXalRpKrkmVMn4BJfKDK1REl5UtaQR4euq89f9MAOpLDszXg12VlLHIU35p1alnAcxSpzwR7jkXVZEUGJABo8EVZhpYDMBjUSZCiwcjLMPmHJVf3Q9GLx5a3nJnKj5gOgCL1XNqN9BIQLfumrBW5jYIobdrjO3SpZW8P19UVKzKPSAGmFwwniydeokiwacKr75VAy4hT/9NGUb5V+mY8ok+MAHjhpiIAAMHdhc1BrTy/WqK1M42ys0ALZZdSrC4zgXSoPh82tYh9bmQEdTOajVIB5ZqZ5di7uRP5DLU0Zdlk+OabAc09UFllPDOdj+sCAIBb9mab27m+eLeO8AtLMLJ5EGLtneRdK/ebQRUrWLCbbdi7aaJtOF/KpfSoUVkZGrmRDwDAvMGzre0Dp15DIsHX8hJ9atpUXUvPblPG5kElnt2WjUxiJhLcMnBq06zkkdlXnc/pOxFdmBp+J/JJvhDand9yQy99irFDfQV0lwK2HryBkkK4334zvmditC116o8dySMRABDr9irrMz7Xe9zV5rP0rKAod3TszTb/qzs2KXT3pEaNU9Jb5KrRNZ7SeuxPsrMBSJOyJ7WW+n49OfyxxvLgsa45k1IU2FFuLvrBRWH2WJN6qy29BVAqxStWwEnDX+cBCySR9GA8FS+4OaXUFeAVvjFwLpaWtH7CC24Zc2vuH3cjQzk3+kbOjb457taeHHdrHyx44c1Kmj/uTo02XX15hWj58xxE9fG0H4oWfb2TNO1FEEG8vG/0IVcZ0fNuhKN6PlFLmt1d2yCIvqrPxalzsTEp1ue8wEO21F9p0uSOpYaTHoddPCptGZUR4wsn0GRL4wFfGc+RKM1dMnBu46fLZmYBIAHwh/E2ca6qHPjyVznU/qxVuJH2f564S1R9P15VvCAkSk5QczPLJ+JjG++n8iXnC1PDIu/zD3Oe9S0TWPd4ADvnaKbziyWac0nmNOAAON20J/+HL73gECm8HjBKuXtSmZd2dsWdw28DDx76XTF11w8ccNuwD+V5Si1WSsWFzng4V62BBjflVgPb2+sBpRQuRYCk6Cz6xpMK9MoTprHzt11mEQBm7CqHFbmeSSRdqYmxVaFyemVEztpT3Jn2rE3Cc39CeuUDAMm3H6NL88DBfT/fLj1j/5gT7Yyb2dWiBCwy2WONbXtmycxDwrkc/kHFE+7oXa7ibJvwts/UQsXZuyTyVIqO9wRzV2TZie4uBHM9NeWzK8PS6ne3VaTxuCOdbwNIXlUPpVxa6nHP0KRUoDvZlsJ2lSY15fc3h3UrYl7RnicgfMV3M6kDSzVr5MUljAIqVr6nJodrKNdTU27aVTYAoNeqZl0l9tuKV14ltGEDUKsLEPZqxEKDYbFgt00C7CiD3fGqnV+By7nFveS4Cs2APK5BdwDAhXQwDfnkOQDQyuxUFR8vKMQmARgbswF4BV8XrnJbGSDGxRdnRNQUs1sBgAzgQt8xCNPO9y97LjS/3y8NXtabJFR0gIu2CBAspTjJgDQ0W05YplV39IoUfKxgEKU1Uu0Z5YoLFjVjOgCzdl94PEuSY8Ig2R4EspOEjEYDSnINu1JTxkm22AsarNhV1uqzGcc5lL8CtQGESQ1KRYv3y3wTAHRq1qQud4lmkgUAOOoEmnTy7hDs9U0Silc8ELolSdbJs7gWPFKRQla8gFUO2ZGQA5FIXOzz3QSd5AeCZFPWpzVrU1Xj426Wa/ZOnYXBlYyHk0WrIrUHLHZjGvkfXWYmErz8/qcNuLEYQ4mqJBkgOshF+G/UizwTVJfP2poz1cxVk6+BeXAGq/c88Avvu4VVT6UqxvbuSQMTANCbLIg+h7uDmvNcSLPfkuztB4BHtyp+9LbbkKwe9yCNXo1wZ8wowCbvfWEqlfWJh2wZmKdrTvyQqNateBhhbEQaAPq7Gp2vD4y8GoaKlnzj9Xedyqav7T2/vUcEM2NK2cPSAcgXR1w9vquqPxBg7/mQVtym2PnT0BVDKdOw1AjaoagdQDNBGgFFhwNKzxCUQtu+0x9WvVBv1gmDlb3wu4HaTEcY9sZFdPnJLR4YiVelWDfua49UlUgDtN9XOC5BIMXtRGqxwW5dULPfYnb/fHpZ69gl3R+9dzZ4IObLZKWhGWz9Z5Z5nkNc3vW9ZS33ErZu5bkty+4hWK/mvMB8D96eWvKfHF7ZMGkc96RGjYz0O8uKe13Jqx1QEwBYQEaw3wdyt4H9A6e72iYX6t9VHXT8rVGUVtaJ0lAj1POrw40fEQC07j4V1U21JVutW1WV2l/t1aG1Uyb5/6Rgv705ojmPzdKLnzmO+51/98z5qqO2p87Mnps89erUqmrq4+tQYorVDgAWDZx9beEnI63/s6FYf6ZpzpYTVqKv78Z74cUl5vt9J6yObUeM0I50/EYq192Krf7yZmI5v+KLZ+rFaHlGvpo99uAtTgLgc5+Cx4cuNK2GhkxwoCZud2eO8j8CjpE250bGKkELjDcCVD1W6Xv56em+aNP/jAZOvDbm1D/B4Mh5L4AAl9ZDqYxlTHykVc18kzCFESg5ABAs6ZGDIVGmXDGc0xrXABSTpP8yxmVm9p06kfvLF8tbp6yraQG0p87MZilfhzLbilKbn3FrDVJwJCHFkLbBbp+nBEsAgjxZ9Y27CWwwsBwkjUYjjxryj5iaO+S4vPbzbzafvikAAHD77lNRx/C7bKJnlW/GmPiOL50IW+RDQeOyrwsACArXY0hhS5INep4t4oM222cMnzcZntx/VbXfDAAAgFIMQLbuO90LT8Ulo0cjrdNXOpjceaQUK2UMCXIFWA4qRX1BIHuoq2U7Ntz4e/5feG9g2kpyzu0AAAAASUVORK5CYII=) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur19797 1.6666666666667s linear infinite forwards;
}
