@keyframes rwdcur173374 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7UlEQVRYhcWXP2vCQBiHf1cMSMEi6OTUfoCOHRQ7FCTUxdEp/Q5+jy5+BzM5ZilIoUP9t2fSxU0HI5RWSiHDdWjf9DzP5FJP/U3Jq/g+ee7NJQInDut4I04nD40yOzZABgBqlWsAAMEcEyRDBx+hdRIQRg1rlWt8hBYAIGeFAIDnoY9Dg2RURQI5hpHoB2ULYkQjpiGUBijB++fPwcU5gB8jHW/EkyDabo+L5y3HZqoaIBgAti1EAL8pXpwjZ4WxJtpujzfr1Y1a96kPVa3l2Ows7krkBO+fmK3CyETcd9++GN6+WGJtA+ChUWbPQz9a813RhaCmzXp1q7ESQE7xd+3TQLQcm3Wf+shn/8pyc9KvBNC1kBZi7M+Qz3L0Xl6j5oA0hGLEgZSHUc5VwVIOZtvtcfvuFmN/hvuby40rTwQwCdGsV5XNEwFEiNkqeUniIFTNtQBMQeyK1j5Ag3lV2N6m5bjDufYtCmgaoOiaGEyWcColLROpHyymIVJtxYD55fj3o1XHxGCyBIBYE6kNUEyZ2PvlIskEWQDUJv5tgLKvib0B0kLIMQIgQ4ja5cgWjAGIEE6lhMFkGQtCOcj7Pg2mO5xvfaa7QxqBWARrvgjW/NGb8kdvyhfBmsu34kEpqBn9wTnKle8C2bUdfwOyOnoDxP/rYAAAAABJRU5ErkJggg==) 0 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur173374 1.2s linear infinite forwards;
}
