@keyframes rwdcur194937 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH3klEQVRYhe2Te1ST5x3Hv+8TyM1cSAIhoCbcoREooggGbFFRwWtrFe2mc84Lbac7nXV21OM5dW7rtLXet85qq/Z01goyJ1bnLIoVmShKRRAB0ZAQNOZG0iTk9rz7Z+vpOUWoddtf/f75Ps/zfj7v9/e8wCDJm1gsz59cIh9sz5OG86iFqJjhcovFWg5x9AaJZJhaKZf2Wa3W3v+bgFgizihd+/sPS7K1sR5N9jMJupIyV5CZK4UvYkJh0f32tlbb/1RAphw+bcysH82JsOvb6o99sG04n+Od/uPlE/xphUX6y2d+ljc6K6XfH3jY57Ab/hsi3wqJUOz5c6vZp02I/+lrr5WfAICS6bOWH9p/0Ld33yG26vgZtvqzGnbhwkVHCguLdN+XM2ADc+YuCOskwl8tnDMr1t5rLq+rOamTisXahisN27tMposKiVynVqsVDGGQOz5/VE5O3jKPxx07deqMpobLl5yP9aEDPRQJBEJWNVKeJJdyDR0tEW4/fducu6gse8pzcV9ebTj/p727p7S1tXaJRWI47HawYPHG+o0rExISa9OeGlX8xALyqChJZE+HMkkmJVEyaYG+q6PJG2Kqr2Uv/nh68SzidNi6d+7eNvFuV0e7XK6A3+9HU1MjUlPSEj44cPhU2Uurd63+xVr+9xb4a1WFaM7odElYwI+kpJR4AAg7/cfNvKzJeeedYaUA0GPQd7+///0Nt261QqVSUZlMhvrL9bT99i289PLqVc6v+ionF5UIhxIY8A74ff70d7bvWC6SRCAUDAQqKj79MOj3OuThRMqmZJbncT2H9d16p6H7XotQIJ7H5fGin9KOglQsYerq69DncKC8fEOy9aG5xMfifPfdO9bHEpDJFVnz55cu5HOFiFIqlddvtuww6Lv8+Rr5TXHrF6slUmlk553OagDwely8+MTU4mECIXh8AVUoFIwqOpoOE4mYkpKpMQGvd6LdTyuNXR3ugVgDjoAbHs4nnHD4g36AIXxtaspPAOAfJ4+bBCLxxj+8vXOlJj4+EwBmzl1Y0Wsymk2mXoglIpKakgqBUEisVivsNideeWVlenHeuMq8ScWq79yARCJNL5k+a55MrsBDiwWxsTGjRsYlVdXX1fbNXbC49ULNmRljx+QUGo09D/q97mKNOlHnctmFMTGxdMRIDeP3B6jdZmFYgMolMiYuXq3eWXlqXKwm6Zilu9P3TVbYQAKUDQV9/X5wORyEQiGMVMfHBc6d2wHg+W1bNjllcsXBisoTW3PG5RdGRUaC4RDo9fdQd6mOgGGg0WhIwOdBoM9KPj7egvJOwDzv3Wfw6/E7ACwdsoHwcJ6qsHDSkoTkZPj6+xHGMEjTpqdxw8Pl1xsbbUuXv7wnJSVlmE6Xj0AwAF+/l8bFJTAjNRp65vRpJkoWQYN+H/PqJ9V0LzeXcStTaEbzR8xvyxZn/bO9W++xmJoGbcBus9jsNpufxw3nCgR8iMQSeD0eLFm6YpVcHlWaNWa0sqCgALt2bsfWrZsRDASIJi4e5evfJFMnT8Y7Bw+QK9HjYZ/6FmHqD2PR7f1keFIm1ru0sCm1ubh19cB/WANewgMHPzHfuNls4/EE4IRxMEwgoBKJCE6nk6RptaopRdPo6+vW4vV1v6SWhw9gt1vp9WtXUfrCTHqj6QqenbucOiJHYdzRZXSNyoWG9KV0FycXi6QWpLta//5N1oACpgf3PeYHvZZQIIB+txd8IZ8EAiHw+VxwOAQul5McOXwIAoGA8Hh8cLk8wuFwAID8bvNbGCPyk3LvGfQlTCAHY19AlOEyWdp/CY1td3Dzbq9qSAGz3e68bzLdO3XmNG623oLf108ZBuCGcykhHLS0tFCHqw9hHA4lhIBlWfrvo9TusKOi8iidXTQVMo8F07uPwiVSYfd1q+XCR9vKFGrNoSEFtr+1kWZk59SaDAbQUBAul5sADCjLEolAgF6TiUTKFKAsSyilYBiGUEpBCIf8ZtNmdHTcJkEWICo1qiwC2lu9D4KTWyrQ077X/OUlz5ACAGDo7bng9rphfmBGT4+RcgkgZAO0tVuPG63NNCcnFx6Pm3q9Xvh8PsqyLBITk+ikomnQd9+lHgr4/rZzr7TyzRlxImZKXHb+5oE4A/4FAHC2uqohPTHJxoaoXN9xm5j7HNhU00yatDOR4HWQF1PTcPFiFJkxezaCgRCpPnEMdoed7Ny+BVabnfB4PPAFoiNGY0+N0djzKMyjGwCA9tamGvPDXmw8e42+2CZA07gyKm88gZyggbq/8mDZshW05UYzlMpomqd7FpaHZvrpkb8gOTkFAqEIHe1tnYO9HwCYwRYFclWpd+YbRxjdc4jsOo98cy2is4tRrcjE9PZqKENuBANBvPfeLvT12b8+t/XdPWCApjVrfj56KIFHjgAAxhY/f7Ghdp8xN9Q2Qpcci1PqifQL0RgyTX+OGlIKyPGqfc7xLkP7kiXLxpKwMHTr72HECDVGZTyNV1et2DEUfMgGACAr8+l1bN78zS2q8SiW90NhbMBngVgw7fWUf/Pssm6D8UBqRlaeTCBcEJ+UqA0FQ6g9//k9sTSirLPj9pML8FTxIh/D36TLSC7iaTLTLz5wd6L58/sS4437Ct2M+e21J7/eO2ZcAWHYEIIhP2m61hgckv44kaXnRYArWhmTNV4OALFZukHH90N+yHfNvwDhZl9glEUU3gAAAABJRU5ErkJggg==) 7 1, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
}
div.testarea{
animation:rwdcur194937 1s linear infinite forwards;
}
