@keyframes rwdcur206581 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACo0lEQVRYhe2UT0wTQRjF38xuC9uysN0FDE3TEgNSMSEa44WDiZHoRZAIJRETUdGLd42cOKgk3k04cMAaTLSWcMODJMjFePCiIQa71kirAiZY+ZNKoTvjAYil8q/TxFPfZTe7377fm29mP6CgggoqqKCCBFVVcrEcOC7n6yOJfFTjvVSvOIquaZqRTCzYZoEZ9t8C1Pq6jkqkaJSnlLM2O5rLnOVvE0vvYgC4SACaS3Gd90ojJbZxcHjYfI2drTjcsmwfd6utmgg8lwDU77l6EkSeICAaS/iANTusmUPgFmV6hdEjGmAfW1Bv93ubz3AqvSCEyCcaDyCZ/oXfCQWw7IAkE2ZbqNfUI8OJxfc/cw2wxyk+5/D7KlsY6BNKCK097ILDaYO/oRSTqW9YmncCxfMAx2L069CnXOG7BjDQUlJeXdHJOekPdHRRABgbG4aiSHAZxajySVhOzgHAssXXTonAgR3OQFnZec2oNm6Ck/72DTgANDW1IWou4Ht8GdHIIkCQZJZ1WpaKoqIBSPYDT2lAV3T1FuX09jo8s2T9TwuHggwEq4yn28zpR6OicCCrA261VXe61AeU0Ts7wTfEQNPdm3B/9Q2hGQBkENxqq65q+gAovdDe0ZX1+q9/OBRknFu9kdjgPVFopigAePSAu8RljGyFb4K3wsFZbyQ22JdpklcHvJWdB5VixwihpKEtcHnHwnAoyBhDnxl/fRf4sCoKzBZVFMdHEOwJ58BDM27ez4Zvrl60CzIAeWvbt4Ez8jQSn+kBJla2q8lnC3adhOFQEAz8lRmf7AbebAvPVxQAhp8//hf+LAjOMWVOx5p3g099GSCZV6EAwPpqM+4ZKGZTsbVjwMvkXiaicAAgdd7rPHvecIClUytVn+eGfoga71d/AOb/9C5UmVmRAAAAAElFTkSuQmCC) 0 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur206581 1.3333333333333s linear infinite forwards;
}
