@keyframes rwdcur157652 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhe2WTWhcVRTHf5NMOvflg7kTo86I/ZgUQycg0hZa02qRuDJduVBo4yq6EtyIKLixEnRTcOWuTRdiFakVim0U0RSqNEYwQy1mSguT1pTMC4m8O+0070wymefixjRCJvPhQoQeeLzHu/ee87//8z/nXnhg/2ebmjgeeNPHg3/jo6nRhSc+GghU2EN3JgnyXzYMomEAB/ftILkjAW390JJo1E1jAIbf6QsScQ1bktAcg+UcfnaoIRYaArDnqR1oHYOWJJRyIJOoLX4jruoHMHQkFRzYl4RmDeEEyCQUM1ByCf54sW4WwvUuSPUkUMqxwZsULF6GUg4pAs2qXnf1M/D8oV2oCJb+pWm7+78tkLoBhDYbzP3+bqA7QDnO6mxlH7AMBAJmZG2++D5K74EtKSgb+7PsE3r0w4pxKg747olAtSehyYEVD1aMfZeNFd6KB2VZCyS+b4E2aZuakGN1Asiiwek+tWGsihoYfu8NYjGNUg7JrYq9vQE6qiz9oXW5bnIQ31aAFIFybi0VUgQvL0xdN5XCVAbQGhFCJZfQMoz+oDh9TjN4WNj7pEZrbUEEAghKKaQIsuj9w8esmyd9Ncd4urI2misNjE3wfnsrx1QEertLhMoFvpvQ6LYCj2hBOZYFpRQiApQIhyEchtIKeF6eq5kc5y7Cqa9KFVNdEQCA7uCYuWu/tyYgVC7wy5SmSwudUSwTQKFQoFQqUVoJE25RFAoFfpu6zRffwufnZVOhb1qG41cIeXcgk4Xp25DaCbF2w+hPCt2VArC7X18dgeAXYfQS3JypXpZV+8B6EO4CpJ7QvPX2MKpVW9Fh06AiWIECsZhGlhXjVzYvc6jSB9bb64M6eOXlPvqee9WW18IH99UvAoEVo/WqcFI/1+S7pk44dCQVvDZ0lN17D0AkBffGoOxDIIhvmM25ZG8ZTF5sNYjgXXm6pnOhprMguU2T3K5RbXHbeCSNMQYRIXvLcOESyJJi4FmX7m0xHCdSc5OvCUBvTwIdXT2AFi8j93LMuobMDcPZ7xXuvBDvEj4b1Qw845HcqohFnZoA1JQn7/qbgX4oCeEEMjfC5K/jjE3AhR8VN2eEwRcMsaitlFkvzu5dQv9+cNoSHHwps2mMqgwMHUkFOroqrsUxzn6d5vR5xfSM4OUNnR1C+hqkuiHeBbrDJZ3RuH8qBg55mzuvBUD84dXgkubkJxcZOSOYvH3mFgjNzQMQ+ALJx6F3J/RuN2RnFZcnq98PqgLo7Ylh5tN8eibNN2Muc3Pg3QFz9376MllCqW6CdAbMHctG92NCdqZq/OoAQsvTfHzSI3PDMJkBd2Fj3WSya/8DWbLpKEr9F5QN7ehh6r7r9e+vf80D+0/sL4ZWoHEya1KvAAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur157652 0.8s linear infinite forwards;
}
