@keyframes rwdcur22996 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhe2XS2wbVRSGz1yPJ5PYk05SZ/xIYwfHbtwkNIkFtBHNQ0kfKiqKyqIbNmEBrXhJsESKEFJZgYQEEotKLMIGgZBQSlvSSIXEaaTWcWuKmjQxcRrHcWIbP6d+jCcz1ywQEmzAd1iSf7ZzP/3nl8655+pAo9xuN6uX9X3N9c08b+af5PN5RQuH1mrgtbY3hBXzw4vVMohe9plP3t66tK2Fo9NyyOVyoTamffTCSxcudjl7XJuRiL++wmyFCiFMykJaDLwpvGOhjDB+5PnOxqdHu5tzVOb8Wfu4oIVFnEBrayvyNPUcHx0ae720K9VXxArVwpktsURs0Z6xRYOVYJWER5zAu8J7lidIPO8+5mR+vbmx+suN5Q3PoLshoeyO97meNZHyiAzwPI+wQXWdOnb6ZPTBjpLMJqZike2vUo8z+MTxwdMqj50ThgkiJtHP77deFhI4Pt414jGu+8NxW8Mh2cV5CvGFlNQ/2ivE5Nh4P2EKJG2IMmzaNugdekFVVcZqs7mQg/qQRjSACgwgQAP9A+cCdwJfA0AKAGrqCJIE6Pmdn56jLFjevLclYkoRpXRFLCZKYqUsZx7dDOXKXFG6FZ31khRGkgDOqpnQl1NTk0OWkwUn5S5REoVBRYD1CLLsb2gm/gNbrIoS1Fi9FtHd0M1cgSt0Ff7+SVAF+CNRTbNlX/va1/9Xmjaif9Cfk7XmnYAigDN9gnfIwx1pHBBGJLveIbJ79TLGGHQ0hXbQDu1L3mIfZAOlYDIYAACZxPG/6gycoWWkHn514tJb+mqdsZyWlD1RlgEDhgaabmu00ef0L+bWv1j7DAACtXJrntscHFBOWc8GSvEyOtRnNVIKZWQOMEbWVNdIMzTfOebiUV5HD7eO3QeCy6hmA9/CN7Je0W/7gvPXEKLkzGZ2K+sXJ7N+8YNyQkphBUuLPy9cbdrj4wBQ8xuB6Oa6vDWZPKhrmV6ee5RrO2EzpYpJNpqLNlsHhYaluXtJa511+lr4uxQJk8hAPp9XynvF0HX/97O2XjOYm6yvOO3Ol01PNSHfnfkZsZzfnCvMEb2QiNtwdW9Z7hX6CqoBD7cftre3HD3IrS6vpqWY9NH1h9MbsXJMJeERLw+JREJWDcrK0tzS/fZhOxZ6THhh8faPuCqv383cran1/ipNgyiNU2on04VNBmFkZ223mH2c/Xh27UYoUogQVQ+g8XEaDoeleg/r//zqpzOopCsc5XpXfLs+4ur/kzo6Oho4jvPyPO9xOBysVs7veC+LZ6r4NO0AAAAASUVORK5CYII=) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur22996 0.5s linear infinite forwards;
}
