@keyframes rwdcur55844 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHFklEQVRYhe2Xe0yW1x3HP8/lfd6Hl5cXXkBAQcdN8ILWS2ucVXFaFDs7Z6Oby6jpSl2zTV1rky7ZpdvaRDe3WNe0ydZ067Lukrq4rNZZG+20o9WKgqJoQRQBAbm/8N4vz3Oe/SEoCDo1Lvtn3+QkJ3nO+Z3P+T3n9zu/IzGod1/Py5UVqcESlleSpKSjVf7i7W92nASC/BclDS2uyFKDJEvy0AchLDp7jD/HO6Tw156//NwL5Slix297/fcd4PA783ND/X0NNk2To9HImIPCEdFis0lJr7zdNfvwUW87EL5fALJT17dP/FyOnJwyjuSU1DEH6XZ5kiJLrme/nlZTVBg37ZG5btf9ApDOfPDoYVVOWBIMZWCKNixzACF89Hv6UBQFwzBGTDBiVlCSEZ3dsZ9u/HHzG4AfEPcKIEejZk8kmsQPd0xi/bfn0dU3C49/AeMz55PgSsKmaSMmqDbJoSiSc0KG9oufbc38HpAMyGNavwMpC2anXcmeaDx9qCKVU7UWe/br9HrS6ejWUW2pFOSamGaMWCw2anJ6qm1RUX4cDe3m2YGBWBCw7hZAAvS3dy3Zkj9pzs+f2prOxaYYkgSWBQ8+IFGQK/HCtyrx+cJEI934fN5RRgzT8gtTtKzZ3FgMeIHonQLIQDjVLdptaruYPiWeOF3BGtzHyRqLQxU2VpbNoa27iGBkIplZk0YZURXJqWnKtN2v5BwDsgBt1KDbeABA/3j3Vw62dWYvfGKza0w/JrksVj1iZ/mSeqbmNdHW2oKsKAjTHDHOHzAav7r1cgnQyh14QgHY/ZNpaG45v7tPS3PEpaScqx+NEI5I1F0SnDg9nszxIQrzs7BpUWKxCJa4EQSaJrtXL018bOl8V9KKRQnq+//ytgLmKIPDAf56pFu09IZPfeNx5yZ/ID6xpT2Vvv7Rh840YcBrcOBICrl5LlQtg8LJTvz+PkzzRrhqmuxOSlCLkxNtGyakq7VHTwWuAGNmOWWo09Tkj128Eti/aYP9ycYWl3au3nZLt+UVKCjONCZPKeKjTywWzpPwe0dCDCknU1+X6JLrTp4NXh4LQhnWF87E+OCDMxLHFeQmz+rosistbaPDWyCYOt3Fnj3PMGNWIcdO+Nj7gZ9Vy2SikQiqqhKLjfz1Bdlxa5ITlQuVZ4NN3JTGhwPQ2RmIrVwyIRTv6E8fGMgvaO9U8QdGJjlHnMKRiqdxuXTOnz/PY1+ax6cnvOw7GGPRQxOIGV5sqjEKIifL/ujBCu/fQxExIkxHbfGJZ48eRUSPfbOskmT3yJ1rdpkEt8yWLW/h8fipqqqirKyMbdtWkz5xFi++mkjluSJiIgmHI36EXX/A7Ov1GhmA85YeGJT5l73NNcXz3Gb5es/id/ZmEI4Kxmc5aO94nhMnmzEMH9DE2rVryc/PJysri+XLp/KHP56jts4kZsQxbXIARTavZ9DjZ/wff1IdqAKuAr7bAQDEKqo9taXFk+eWLHbkVNWlUH/hu9hsCuvWzcTlGsDn8/Hee9WsXLkMh8POtm3/oLKymQGvSryexLKHLSTJSygUxDAt48VXr/4mHBEXgRERcatLRHR1BXqE0XswGGo/XbJAIhw2aGhooKioiNLSUiwrmdOnfWzY8Dtefnkf+/adRVFUJEliXEoA3d6NNZhSTWEZ/qDRB/RwU4V1u1tMlD750Wszpnj0uUV1LF7wBqmpE1m6dCnbt2+nvPzLFBXlIoTFkSMNSJKKJMG4ZJUNawKAhBGLYVkWdpusL5zjzACMwXZd6m0AAIJzvvj+F068W1qxrjSWn5u9i8amHbjdOgCZmUnU1LQiSSDLErJsoSgK4SioQT/BYACAt/7W8/vDx/0XuHb6ZYbVD//pHhdA30OrD6woWdTeuLW8ldzsX+HxhHnppQMcOnQGSZKwLJAkCVmW0Gw2vL4INpt+vZgpXZS4kGuFS5ibipdbHcLhMoFAQZ6ruXhe5opwWNWf2ljNh/+8gl2z4UpUEAIsy8I0LablqZQ8fAnT8BIMBRBCEO+Qky5cDn94tTvWOAhyVwAA5vpVWaai9idEIvH5lhB6S6sDXZfJy5ZxxTuIs9uZPcVgZqFOWkoUn7eBcCiAsCzxo11tvzz1Wage6GBYCMKN6/hOJP9g09SZs6cnb/60qmBtvGOCq68fNpZJGGYUIaK4nL0EQ6loah+m2UNLc4P4/s4rO2vqQqeAWmCUB+4GAEB7rnzyzM/PTfvOpPE5jycmeJyyrMiXWtWLsixEd0+g51j11dqShRlzImG/vPPNz/ZXnhk4C9SNtfi9AFyHmD973DPdvRFnU2vA/+s/XToeioj+B6amaNW1XR2AUZid4Kpv8vm55vbWsRa/VwAAze3W0zyecBqgDxr3cu2UD8X6UIQFuc1D5l4B4Frdpw0uFB1s9/w++L/+Z/o3ChsEF/5eVbcAAAAASUVORK5CYII=) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur55844 0.53333333333333s linear infinite forwards;
}
