@keyframes rwdcur200446 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZUlEQVRYhdWWT2gb2R3Hv2/maUYazdgaWahy4qwVO2qM2BLLa0goxHXaBkIPPbXHzSUQcumh4J567iFQSnsopYVk99JQCLgs7THsoU7i1mnZksW2bCzbkSUrI2kUWdZIM9L86UF6iqzGf0i7hf7gx9ObGb33+f19D/g/Ew4A/W8uyJ/xOzo6Ovr1S5cufSzL8ncMw8g7jlP5XwH4L168+IP5+fnfybL8Q0EQrh8cHJBGo/E3AOZXDSBcuXLl42vXrv3Ssqxz6ISAB3CpXC5/4XnebnfufFUA43Nzc3+wbTvMcRwAwHVdcBwnGYbhv379+vjU1NT3crkcbbfbrS4IB8A+KwA54R0HIH7jxo0/RaPRpOu6cF0XlmWhVqshmUw2bt265W82m9ybN29a29vbW8ViMS2KovnkyZNPdnZ2PgfgngZwXEZz3TE3MjLys5mZmd8sLS0NtdttqKqKe/fuIRwOS6ZpIhAIYGhoSBgbG0tSSpOZTAbPnj1rAFgBUDsN4LgQeF3l19bWNrPZbMFxnOnz588r9+/fJ2NjY2i32yCEgFIKSilEUYSu69jc3ESz2ZQzmcwzALn3BWDiACC6rpfu3Llz4+7dux8MDw8TSZIgiuJbd3EcNE1DOp2GIAgIhUIjtm1L+Xz+LwAapwFwXWuPhUgmk99dWFj4CaWUCIIAVVURDAbBcRyazSZ2d3eRyWQgyzIo7UQ1GAxe0DTtVa1W+xIn5AJ30ksmlNIhx+lUmut2Pq/X66hWq0in08jn84hEIggEAvD5fAgEAohGo6FUKvVjANMnrc2d9JKJ53kcK0PbtqHrOnK5HF68eAHDMBCPxyGKIniehyAIEEURwWAQU1NTH87MzPwIQORY484CcO7cuRghBIQQNBoNrK+vI5vNIpFIIBKJoFarodVqwXEceJ4HQRDgOA4URcHs7Oz3NU1byufzn+Id/eFMZ8HCwsJPY7HYpK7rWF1dRalUQiwWg8/n66miKDAMoxciz+ukFaXU7zhOfGtrawXA/nsBqKr6ka7r07quU0EQoCgKgE4+yLKMRCKBWCyGSqWCRqMBz/NAyNsepyjK1yzLkgqFwhIGquIsAPTly5df7Ozs5CcnJ2cVRQlSSiHLMiYmJpBMJiEIAjiOw/DwMIrFImzbPgJBCEEwGBzb39/fqtfra+hL/FMPIwBtAPWDg4N0pVKx5ubmvj0zM8NdvnwZ0Wi0twEhBKIoQpIkaJrWC0HPCkoDnufFt7a2/grgdT+AACAAoDWwuYRO0jBaq1wub0qSJN+8eXM6GAzyHMf1NmcgkiTBMAwcHh4eWYwQAkVRRuv1OtU07R8ADhkAa7s+vM1Sf9fywaxtZLPZDZ/P92EqlZrkeR4Mon+jSCSCcrkMy7J6z1lIQqFQ0jTN4WKx+CWAAwbgdC1lndHuA+PQOTUJAGJZVvXp06frk5OT35yYmIhSSo9AEELA8zxUVUWhUIDjOEcAOY6j4XB4Vtf1SrVa/Xt/DngDIwUgdr0hDKi+vb2dnZ+f/9bQ0JDM83wvFGwzdlaUy+V/8xAA+P1+//r6+meDnZDFm10+hS6ADCAEINzV0MbGxj9v3779q/39/Ua73YbruvA8r5d8hBAkEgmMjo6C53lQSiEIAvx+PyRJQiAQEADQd1UBczePTl4wq8U+DQCg1Wp1X9M0/urVq9+QJIkfDAUAqKqKYrGIdrvdca/ngeM4LC8vf763t/fZaQC0q76+kUH5AHgbGxt7six/kEql4j6fD4SQIzlhmiYqlQpM04TnebAsC5qmVR49evRzAC/fBTB4NLM56YaGXUwZXPv58+fbqqpOTE9Px9jmrusik8kgnU7DMAx4nodmswnbts3FxcVPCoXCpwCM025ETp/2VwYTBnS4trZ2eOHChY8CgYB/d3cXq6urva7oOA5arRZs2zYfP3785+Xl5V8A2APgndQJPXSS0sXbhtTq/u6HIQA4wzDq4+PjUyMjI2OVSgXNZpNZDFEU8erVq8rDhw9/v7Ky8msAme56JwIMgjAvsJEpg2yvrKzkQ6HQSDweD/r9fq9UKjVLpZK+uLi4/ODBg98Wi8U/di1n//NOupYfJ6xE+8u0XyOqqk6oqho2TbP1+vXrnOu6uwDKAOpdL/Y8+T4A7wJhMOwZ6y/9IRxUF4D7nwAwCDb2a7+w5mb3zXvH8b8A4xPFM1lOqxEAAAAASUVORK5CYII=) 15 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur200446 0.33333333333333s linear infinite forwards;
}
