@keyframes rwdcur98759 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYhcWWT0gcVxzHv+/N7Ozs6MyO/9Z1SzZxY8QmYW1XWzWaVlqpbSrFUyCUGCT00FAKJaeceksvTS+h9OShFRHpqaEQsLRS+gfSiIhpWmPLEpGiu1ndcXV359++10MUAgXLzAbzO86832c+vPfl/QbwUY2qelOW5ZEnnwUoHQmL4k2vLOpHIChJf17s6ZmJqOoIAIQDgZFzjY0zEqX3vbJEPwL/bG4uDh09qpyJxaYm5+Z+GyDkZUWSlG+y2SWvLMGPAIAdNRB4c7yvrzkJtDfkcvxWofD7A9P8FIDpBeTrCAAYq4ax61YqlFKaqwB0w7Z3ARheQX4F4DC2kiuVmEAI8q4Ll7EVPxzfAj+l0xP3NjZkRRSRtm1pwTQnDlUAgCRRCgJAJAQApMMWWPwxnV4wKxX97s7OAoDFwxYw1ra3S0FBEDdsuwQfAaxWAKZtL/9tGMwFlqvhVFO973V0cAC9fgFV7QAAhXMOAIpfgNASCn3eIEmJbcdRAGwAcD3057csK27Y9gS83YAygAEA58gpXT//Siw20x+N4tvV1fl8uVwwXPfhnWx2cm/xrwDsA2C1AHYPeC8BOAMALynKRU0Uj+mUasOq2v1doQACAF319e+839n5ZbKhoZYxJm6Wy3hgGADnmM/l5vOWZew6TvpOJjMNACLnSyVgK97ScmMgkWifW1hYWS+XryqKUu+Wy0kA6Kqru1BLSEIXBL1LUboZ52iTJNQLAgTO2b1isTCdy10i+5ovaNrtzzo7BzlQkAAaFkUKxrDjuvVBQvBXsYjZR49gM4afc7mvVm372mhf3+2vx8aSw9evL/2wtvbWEUn65Gw4PBYAMKSqOC5JsFwXKiFb4ByGbTOLMQYgci2TmV1ynGECAElZHhmLRCafl+VaxrmYr1SQNk0QzrFYKs3nHadQZCx937KmAQCPdyAX0/UbvbFYxy/p9HLGNK8qQCMISQLAKUG4UENpIgzoL4ZCKc45EoIAnVIIjLE/HKcwUypdIu3B4Pk+TZvp1TTM5vMLBccxCpXKw7ul0tQTGTgoYP+XAXk/A12S9K4GHAsD+pAsp763LKBZFL84Egh8COC1vcVeSosryhQAzWOfvPe9Dzz2/acGLycSHMCgX0C1F5GJx5PQ01/QUxM429o6/npTE0tSOv5MBAKCcPK4olCR85PPQkB7rqZGMR3HjQqCAu9BrFog1R+NpiTA6FaUFIDUYQvYjusCnO9Pr4PmxdMX6IlGL5+oqzMLrou4KJqdsuwriL4Fmgnp6BdF+YRp1g6Vy3LMsnwF0a+AHtA0VhRFwwEkQohBQyEGQD8sgdOt8Xjy40wm+8b6+q2PIpFsXSSSBHDaJ89zXXm7rc1pCQZHAaCJ0tFXVdUBcMUr6F/XyI3PisgebwAAAABJRU5ErkJggg==) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98759 1.0666666666667s linear infinite forwards;
}
