@keyframes rwdcur172260 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCElEQVRYhbWXXW8bRRSGn5lZr13bsZM4cU0/UjcNhaJSKpryJS6qVkCR4KoCIXHFX+AX7D/gR3DBDUIIFVUCgYSEEP0OpSlt04Jb2tLGrpsvO/buzgwXu0md1K7iSjnSauUZ73nfec85M2cEXcx6ZXnqXEUrmWH/ziyBgQCY2JpgrgFBO2Aon6KxHJAfsNy4b0gKWGwFLC1rQgPLGmo+fHwAhDO0C2gJrzK7HsvpRgDg+CRgGly/l6aYdXCTCpAMZgzzJLDGIqUErdlTght3DI4AAQQ65NYCfDa56m4JCLvhiF4EvnwH++lrQCKPEAMEgeRRM2R0QCOEAimp1QLuLBhe2a3BAiSAAEwbWpH3L07D50dGhwBfeJXmhhVISfj2IpQKLm+MN3GSMCoUWMmdmmZ7SVMoBhTyGozin/8USGj6iqmqQ3UxxFWQUQAY4AnwpxLYl4f7y9BerHLyfIYPXncgqTl7TTGUAEQdyHDuVpJCOoENA2QCJBprYCABoQaXBsJrLPTC6RmCFbNeeYVoGhgG0lZVpxENrk1D3eQpuiETe0YLwBiwANwnkrxr3Psi0IWQ+/XvlfaJtwCVZ/FRhrAVMDyS2QXUusX5aSb7JSC8iu8KOHsJMAopQCUcgBw94vw065kDT7MPDwMuYCE7bKk/AKJEk/F7w9a3AgAomP4rw793FWjB0GAI4AMl65X78vlMBE5PZ9AqSVpqsJaTf2qIVp4CsptKwHplt5h2KKSgUAZLm8zaQLr9+HuWHMjtfkmBVWAkM7cNxS16xVdIFIoNW18KWK88COSQGgBhJXvLCZKuAnibSP6lTSMQA7hnzwPKx8oQqzQTeyAGzgmvsqlVIOmMsQCE4cpVDVAH3M2ughadeSOiUGi9OlLv12e/BOaAki/VYwLK5+UDGuA2UKHPjajfKtgGUEgqQHPn0nzUBgBj40OzQNhvDvRLwAD+ixMaCKm1H0+MRSXYVwU8C4EaUMTVIBvU46Mn4WQAloRX6Rd/4zlgvXIK2AsYjIJglHQ2j3UyZAeSAKW+0elPgSJRQzIidBJCeHOvw8XbIcttDVETskJ25f/peKgJzHZTqKsC62s5/l0CdgCDfs2wtBC1wAd3aMIoEzvPgG1Em5aMnyw9FFqjgPXKOWAQcKxXDoG68CpLsYPVvq4dgi8sczXYXlAstHyAovXK92LAVMcCh2OcOeuVa+vbtFUC1iungZF1cyMxkcH4uQpkAwMPg+geAD4ZEa4okFu3qAkeH88lojDVeynQ7RyXManJ+N0CLrdDg6McsAYkHNm/6uYgUI4VuN7xTSdGTwJrw+FWbxLAD1Owr5BkdCCBVBK3EFIqAjrklxmf+Xk4OAHfXKjePDSWo5hLEISGgWyb2arEMYbCaOYjYJYuu2Rnsq1pKH+7AGh491CDnWXNcmBotdrRdiMkP1/3aQUQGECE5NJJBtKKLc+lyKUB6aMDQzVa/22ibfyJu2EngblOEk0Nl2caXJwCVMjQNp9mK+4DkBx9waWtQw7vDUHAsXHFcNLAQx+MZuoqLC77tFtN4nBcEV7liWbliXuB9coukPrq18r8J0fiQQWQjwQ0KR5UJVvzIegmuHD5psPdZTi+L83NOoyPGBABf8xo6ovzHPuu9/2j58SZE9jJV+HvaVACrMqgHIe2cGkYeNjwOfp8yE8zDhPDKaqPlpjcDTgOp6bh/QPzIOHHM/De971x/geOLuhRe81PWgAAAABJRU5ErkJggg==) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur172260 2.6666666666667s linear infinite forwards;
}
