@keyframes rwdcur183580 {
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33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYhd2Xz28TVxDHv/N2vXYd4zVUiSm4HJq/AGFB7FapVFBaaCJIKrV355y/Ju2R3BsBLSWCJlWlBqmxkRJx5pBWUENsVZW9Jgn2/njTw3o3u/4RGwOq1Ln47dvZ+Xxn9r15a6o+/IrRx9LTt6nfvbdlKgBMfPgZXtYeg8wyACCRngMAVB+C37UIAQAva49x4uR5JNJzUPflu+R1mQqgnfl5f7L+5J47iI8d+7Dx6GsGAP3S6shVEt6guXsXzd27iE1eBwCY8bFj14BRmmfIV4B85Y7fREAiPYfY5HU0bYH6k3sD4XubCyylBY6MgyPjkNLC3ubCSCJE58RA+G/zDEiQNoFUdoVS2RUibQKAbN97PSMACG7FY8tenGXHsSFiZ5DKroT86tsFls0XUBQVem5t6DUxtKNRvMZgG6xluuBBEWSWAVKh5+4PFXsop39+/4ZVqoXgLuwFAAE9fwTzRNh8Eu9//P3A+F1roBfc0xqGlyEl+1DP3/UhqFQLPDuigPp2gcEGiA3o+fUQHKRCqCcAUmEdVEIiEulZAIBKNRjFL48VMbACgkRTEdIX5MI16Ln7pE/dIj33E0VJQBw+80Uok0sEEXcDsAWjdKOviIECKHo6BgDG1kwAvkb17QJ7wOT0GilNAPtPpTeXGL98FEQe9hXRU0Cj+DkbWzPsvXPWMm01R3CrUob299PQcwqzHy9UBQDSbtqNR919okuAsbPoOzm7y76IIJyNvzCmOIhf/TW0yqkjfLAKQki1V7I9Jz3br7qHUmj1t8pQFIH41V98+MHGFQZs2MmPkMqukLE1w6xloEwukbO7zF6cXtbzFTArtjd2dpfDeRHgJM76lwcbV/jQEqZ1qg0vzvr+9e0CK5NLBCgAFCQv/dDVF7oE6BduEqkJFQBsR0H12XrovoSwyaz619apc4ikM5oPZ9PV2f64qW8XWM8/ID3/oGdT6lmB5MVVIjWFiCoRjUh/XaSyKySiZ1UiG412pt6B1CjNMcECEUHPbxARQVjPQRTmVjpOzb7bMHlxlaDoiCgOyCxD/vEtexVyd4WFRmmeG6V5bhSvMdgEaxkkc+t9229lc4HT5y6HRAzs1Y3SLIMtMJPU8z8r3ryxs8hemQF3q+oXbhIAGFtfsMMEh9/D+Cd3QozK5gKf/vRobmAjSk6tESgCIhbBLerCVAAiDN9Z5P1WNAQPHvdB+FAV6KpEANZpxs4itw6qIKF1Zd7PBlbAM78SZjnUrIJwtJ6H4F7mx/33eO2v2UZplpkdG9oZNVh2tCqHpozGh818ZAGeCLAEax+4Qcw9tJxYKPP09G3yft+6AFfEDYaIuheyheTUjyPFGnoNdFoQ6I2Heef/P+M/v+P/NPM3hf4LKJoUk+NlFQIAAAAASUVORK5CYII=) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur183580 1s linear infinite forwards;
}
