@keyframes rwdcur37659 {
0%,37.4%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYhe2WW0wUVxjH/3Nhlr3A7sougkBQ0cUUA/YStJFEIDwZMNgYUx+MDRilmjQloY1NTJqo5aVpH2pMeWkJaU1N05g20dpEgkKkaE0RqXJ3XZbusjsLs84yM8zMzp7pQ9W04gUs8aX+384t/1++7zvfOcD/XcyjE82iyF6Yn0epIJhnBeHFAvTv2MFOHzy4cVYQstRkkrxfVqb/cuQIkc+fX3DwVFsb3bh1q3Odz+eYB4hpmoYkSUsGoP85EEURZiqVsFHUu0Vu93klHm/4sKVl3WeZmen8oUMP9/7U1uYpyMvbn15a+iW3cmWHx+P5JD8/v7y2tpZdKsC/IvDO6tVsYHLSY1+zpqxgy5a36MHB2lyr9U2ry0X3XbumV5im1NLR4eLy8z+PxWIf5OTklBUXF68vKira7Ha7K3me9zudzolQKGQuFuBRYkII0RPR6GxaaankstszYydPlrsoaqPL6+2fWbGiiySTjtZjx96+4/ezhw8fRn19PTweD+3xeHxWq/UjiqIGAPy5WAD6kTExAUkTRV6TJMG9bx8yamqQkmVbKhis8CpKCzM7uz8SjbIURSEejyOZTEJVVfT09ODq1asbcnJyNi7WfAFAVXc3YRlGTaoqPxcMzsBigffoUViKiwFCYOi6zWWzZR44cAC7du3C3r17wXEcJEnC8PAwZmdnWZqmHc8NAAAsyxq6YcwIExNhLRYDk5uL7OPHwRUWgszNQRkdxc76ejQ1NcFms0FRFACA1+uFMyPj3lw0GuBaWxcNsKAP1LAsk0wm7VaOK8mpqChJy85m6awsUBwH/cYNJCMRqD4fYpoGQRCQSCQQi8WQlGUUSNJkVSx2a3tv73S5LM9ffk4AGKlUupWi1uZWVr6atmqVzWQYMPn5IPE4jL4+iENDONvbi58vXcLU3btIRSKw9vaiamrKuxZ4w5mRsaHQ5xMPVlSEv751K/U0gAX31u/3k7y8PEWT5bA0OSlZN23yUCwLZGbC3tgIfXgY5Pp1bOc48A4H6FAIzkQCLlkGSwidEMW1uihmWhiGb2puDuLMGf+SAEZHR0keYCiGEYzfvCk4q6tX0477deXxwNHaisSePeBmZuARBGg0rc8xzL0Yx/HEau2nbbaLhGE658bH+fHdu8mzUvCkzqVrmiZId+7wuqIQxmJ5WKyG240/tm0jxrlzYQvHjRHTHKI5rpdQ1G8Wmo7U1dToAMiajo5nmj8WoKe6GtWAAdNMaJFIQJMknbXb0x+s8zyPYCgUzs7K+piR5SuaLIcry8vVuro6IjY3k/c6Ohbj+/QIlJSUGLdv31bmJenufCBgWNxuAAAhBON9fWCj0W+zbbYz350+rXZXVRF0dQFdXUsyfqAFfQAATpw4QQAYkq77pYEBVVVVqKoKfmoK4c7OkdeLij5tmphQuquqFhXmJQPcly4rCq+Nj/OqqkKRJAQvX07YRfF4aUbGsn0UnlSEBIAK07xn8HxAlaRXpFCI6H7/jwgEOstGRpbL//ERuLlzJwoKCgwAiiZJI+rEBOYGB8eMsbFvvjh1ambZ3J8EAAANDQ0EgCLp+u/GlSsJMjDw/faaml+Fxsb/nPdFAeDvNEiiIPRbhoZ+SJPlr15rb1eW0xx4zFvwQL5w2NQ0LaXruuLIyhqMT0/7LyaTy+3/dF3YvBmF7e04vX79izV+qZd6qRepvwAs7F7JWqgFzwAAAABJRU5ErkJggg==) 4 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur37659 0.8s linear infinite forwards;
}
