@keyframes rwdcur119342 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 6 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH8UlEQVRYhe1XaVhTZxb+ktwk7CEEIoSwJWEVZGnEBawIlIcRUEYoBBW1ViIIqEi1Yt0QrQvoKIIo2IEqjq1sVgMyLCLgKKKgAkZARJAYEiIhO5iEZH7FBzsgxPkxf+b9933nnPd9773nnvtdGNACh2k0IhyuSpuUidt6u5+OBAZ+RXJf4NVCpWe0asMzFQhtkn1s1NZ2dpbEAKpLoUCqiCTiCUge7z0dyWG+6RKoB7/EAFybZEuina+9re6Jh52vIln9A3dkE3A2mytodfXyPV6Xud3/SwxAf94I0YfDPf2/JuyMXcc3jYqTafYf5+5GqSHg5r01U1myky6BdIwlSqVSh8sTvsCZIdt6ugcDGk5t/xaCUPAhluCdTMwt3VJwmzmbAdg0BqBV66P3SqQTPnCAajQ1Q6l09VC3Fi2z7W1tZyZF7LueDQAA+wP8FuvjTbzkUoHnEn+PzLbmp4sNDI2Nk4sqsmuO0eFvBoeD0fpICmvo+YX9pa+Vczagwa1DqQYjw9x0qUT40tTCxF0iGe1UKNQh3KGRtKFXrO6igWEVAAB0FhzyFcrGKB1dbB2YYnIAZ4Ucicq40Q4AAAnexkQ7F0evXbu/vwXNp0+rM2MPrEo/LdmSX5xqQbDt5wzxe94xecVkArmBaE1ezBdJ0jMiIrbkJW9fqoagPgbjnuR+fQUroaiiWiD+4KvhyGsVsN6yOS1tzJ797+4fR02nM+tbUPKg9U1yWPhbmVK1UaFCTFhbkh5zJxSvrElkZuOjluhJwQdbkUT0WMDncLoEav7qpU6br2XGM47//Z8AAABaXwulJDyid7CvPxGnGHz0nA0mp/LP+Aimw76wsH1IGEyE1DfMHx0b26NUq8+8vFejhCHUylqZSgUAAHXZiVSgRHrYmVleJsfu/lh741gYfmx0Imrrmdocre7AVMT4LlsO6eqX6yGheLyxMVooluC5b/pwbj5fLSs8msLPLa8VXrnzmG2mAiNC8YdtC7CIgeZ+jggAAEru9kq3hi8yJ6BViIeveDytDay3I+PlEGze4bKyBmeciZ5c+cHvOINxuH9S3X9pbxL7eklp6tbVK6gGo70YD3eqn6WFxU0HF6toshFi4N5LlggAAK7XdfWEezutrut8267hndMg2rNkvjkGg4xHiMXFAADg4WGpfM99EdycvYdyihawv7KuoWB8Qpm7Puvaz+ZmxKrxCbVskMNe6mg375SDvfOmqVzWVjbmc71oAAAAjAM7l974Mf6HNF+3T8w25iad/jUtam0OPSh8k4uhtWb/4nfhSfu+dvsoss5ON3RqXcnejVFdlw95zEn8SMii4APBS9Z8LmejG/wTgX+d/aFg6jqGhP4kzio7S/vJf4GfZj1jD/yWFhtqTrBI4PHFF50M9dVBLjao5n62XBM/uMlG52TqRlcDrDn+r35uIzebmDIAACDpKBRJUSH+KXGBnRtXe7uZE+z9ypqfNWrqAt0pTig0NPDH427eZw0EexIDlXJlsYmJ+aGxUYEbgYA19rOh2Nb1vu4tOxi/2HCe8flx0bjUyMioZ3jo3YnKoiOMI3kVirvd7D4kjzmka2a0quPFcyj5XPXlqbwBnjZBm7PLbmvWM86BvHi/pIXeC5V/O3amaInvmpVPnz1Xubp6qSAEwoQv4ycQPfQEeCwmRsyXXYIrQLeOjqFKxh/MXJtVI5mJ80LaX0IpBJIqKDm3alYDF+IWwvVNrdIpduRfTh84y7dyXAinkEg0qXg8DEMwJCxYZvwTlyewXezs0FFUXGWL/CC5iSXa0WCTMLgn1bUp/+opdkRkJOhjcgEOsrAWqkSBo4JBSwwaXZiQ3cKc1QAAAHCbMvHpaTlpplh7X0szPOE1i8PE6Op3qPRRDQamPNuU8005AAAQtxwVWtAoZwAAAK/2jPFvjJoDOILBGw93spVoRAVKC6vKshpetAIAQHlW9Joqxk25/D0AcvEcR3E+PZruQCR9q1RPKsclqo7yW7dLCnt6nmjicSGI0ILKScb5dd4GE2hspFTwrv1weVfHXLj/a1w8FmKbuoFC4zRl6RTuCT24K2Cenjb1Wn2M/oyz+xcF43AEvCFaP2Z06P0dN2fXUu8NWWxtOLQ6E05F4alIipOjOz42peKKSDLOsbQnPtNWHIBpzoQpy83gGCyF+s031HX/uFZd7+zg0E2xonCCM86JNDlxIQiUWi6hBawIOMrrOA6VllY/DN5T1vQlF/KJgV93xXgLhEKqp8f8dp/EzB33T++EquofeeEw44E5m8MmjMzRKqwRViJCiVxWrlyUgyQmgLu/b9tgaIipmU2o8UoibYnP/Jso8raJaRPO0ZdvKz9KD/ocydj9HIOj0VRi3Aq9j41WVfRdhoKV91nxDLqP70vGoeDpYjAAAKj/JfGkqY7BJfd1J/sBAIB7JwuqrLrn0vKw2ZpCXq7nSLZ5QnV36reMTvxY2PbHj6bsYV5k/d3KjrM3uA+mIy/eGkuRwuC0tlel+fn10pEZDTReTfbr7erTiQkLqW560BnKGeGSxiXKJ4kXGQ9afj5i/vDFowVGBLQt3gwLhHJJqx5W15vD4fFftt+rPl8p/Y/Rm72J5ssb5vvr6SKe6U1OVu24XTP7sfz3zLWrxLwxglSgbNqRXzvtD0XFidg1agTwMTDRPR30ff60Hd96NdXv1vVaAg7jCL0fGYLiUyJqrEJ3s2Yy8H/8z/Fv4KhWw/D49sAAAAAASUVORK5CYII=) 6 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur119342 0.5s linear infinite forwards;
}
