@keyframes rwdcur209386 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjklEQVRYhe1Xu3XDMAwE9TSEJsAsLu1s4YmyhePSs2gCbaEUERTwCIIf23opcpUtgXf4kCAUCDDP88rMgYiIzrTi+y7cKSTcG0YUn6YpNbx2Cn+WuUc0SDw/06qJmrFFL0An9tSg+LIshOnqhcc/mJEfAMnEngF5aHlJRO0b8u5nl4iImcMoPzxHItwKwh/5V1pYnoU9MrVZtCNdWYDoLWHhChEp7FhxpHczZtcrzZ9jeCWyjpouTXUWnKYTYdMczZdQFovo9HWK/j8uD9N5i0/DdkAvxEVbc0LBnEApY3kHbvS7ozECS8gSFTvNBRhcohzxszY9DmDNX2XbloE34N+BagfMY/cC27YMlI5frY1Cvg/oc4ukuaOW6xPODel3Qqezma3Y6ZxtDhi3It4HpTpHa5yy/JHrGMRxILEWulBcMvtFjqiymBHLSGZOQ7UjmTETWpPRaAlXCXRA+HVGQm4sf/d3gWgMzByiOh8ECTDaeG7te5HZC8K/nwJmTssh4s98nEJzwtImNT768/wbUL0mB32QVTEAAAAASUVORK5CYII=) 16 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur209386 2s linear infinite forwards;
}