@keyframes rwdcur228157 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSElEQVRYheWWa2hb5xnHf+foWJasI9lxZMe3yFI8O0mdZpnr2KzzHDeLl7B2TSFjjEL3oezGug+7QiAQSthYoOwCG4zBYGNllw+jC+saWugyRpNS01I7iRPLU3y3bFmRj+63c47Ouw+SV89xMrvxPu0PDxJHz6vnf/7v/3neF/7fYfv2V+tqnj1dF4jF9IalaMkOSJWwAPG/JqBYuvA9/aTnB6dPuf0ry0bsdqgYvDmRD/385eTtgi6iQAxIATpg7jQBSXVKvW+/4v/lo71qD4AoWBRzFum0ZSZSZuK9G9n5928VpienjZdf/Vv2CpDZSQJKJi+syami1t1dg+yUkZwyjmoJuUZSphfzXlN5xtvQON+Tylx1AONAgR1UQgbMkbH8YkorIQoWAIlciV/9boig9nuee+EXfOmbv2GP/8tewAsoO1UcwAbU2qtE+8lBzzG3UyZdKPGX1z7O5X88T0+vj+5uD84aF772zhqb4kq9885b14EiZZPuCAH3bLhU9/kn3Z9Ra2TbHy8N8Pq1L5LX3QwNeejoUAFQVbdzcVHqnZvDjMdD05ZlZnaChELZ3drKaikVT2a8Vd7PkdclwKC6Wvp3ot2uUFPTUNPc/MmvCyHJ4+O//Rmg8ZB+kCt/oI3dyi3dnmnnSO8+XK4EkEVRShvSXVRVBbxdXSe/+9JLP/pWIOD38ZCekCkrkJpfNhdz2RVujV5hz54UkELX9f9IFkJBktzkcl7H8eNPfeXcuXMv8JDGtFUW2ySsgq4XpZH3Z+/KikMuFOyezs56Dh1qrhQXjI4mmZgoYVlVDAx4ncPDfUfb29uVYDA4rWlakg/hCVvlU4rcteITU/rEzFxkQtfTd6urPR11dW51cPARACxLMDqaIBg0EMJGX59KV9cuORAIdKtqnePy5b9eB3LbJWGjPO9LlFsrDSRWV6NL+XxM07RS68mTj9WrqooQMDa2yuSkgRAyjz+uEgioOJ3O6trapt43XruV0hJTNykPqi2fIWsELMpeKAJ5oJjNaquZTDLr87Xs9/laVZfLxY0bUYLBAkJIDAx48PtdAGSyeWmwp9gQWQiH7sxHZ9nGQba2BWskjHWhFwrx6Pz8QtLpdLQGAv76ubk4N2+mEUJiaGgXPp+LZDJFOHSV/sFDjb09XR+LzoVDt6fCS5S767+SsG3yzKK8JSZgrqxEtFgslm1ubuo0DMk9Pp5BCBvHju2mpUUlGn2V+PKvMfKtdHbv93bua+pIRmPh8dDilpTYjMBGEno4HI6GQndW6+vVlmi05LUsG4/1qtbS7FXj4P4Xbf6DBWYmxtEitRzuP9r20cOdR0vFpfiJT3nF4CeaEm+9HbnvsLofgU2UWNHSaS1eVeU5oCiSJ7Ly3tyfL/1htNVz19Hqq3Y3+Q2W5kKkE3uJJf9U/+wX/M9ksubXslnDceKJVufw8bbQm38P36OGdE/Ze6EANUA94HW5dh8B0Z7NagtA7CN7bYde/M6eM2eebzxsdyn85PtVsac+2+Ht2udhIqRxbWQZvVgikzW+B/wUcFQicfb8iLlRAZl792xNCQDDMPLLhpGfBGaBhJYSkXdHcysH2qvaIhEj9cMf//NSf19LX53HjlGyKORNWlpcZHPGp4vFUiOwCuwCnCeeaEusH6F2yq24GUzK17JcJU9etyaxsFJKPf3c/B3Acea0z+Golr+hW4KSEOzdq5JJGZimBXBKCPGGJElmRYXodma4WYn1JOUKiRwQOzXcrB7o2n0qrunkckY5uwSZnIFdsZHFfEWSJLsQQpYkCUCXNxTYCqx1YVKefCkgdqBrd8pmk6Lz4SSZtI5AkNct8oUS8WRxDAgBTZIkeS1LZIDceg982Cv42ig3uw/WphsbXK2myeLMTHIgma5Ib0E8WWwSgiDgBhYkSVrJF8zCg9pw2xi9rjF8vC0C7BKQFoIj6bRO0SiRy5kpIAk0A1PAcpUip7bjAZkPLjAPggJcAaazWeNd4FGy1AOPVNavtbQMDx5EG7F2XtwXFy/0y+mM7q622wzK7XanEhkgTsWswDXKvtG2Moi2hYsX+usrX2Wgjg/MeoTy209XihfYZhtuFSlApdyeUH57ExijvD2JyvPc2fMjhR1XYA0XL/QrgGeTnwqAfvb8iAnwL87D7Y3z874oAAAAAElFTkSuQmCC) 1 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur228157 2.6666666666667s linear infinite forwards;
}
