@keyframes rwdcur98765 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUUlEQVRYhe2XX2wU1xXGv7kz+/+v1+v1X3DWIYuxnTpGRHVRVCwSoqSgVYSTFtEi221aUFCal9CoUhF5aaU89CEPKarUqkqLBBJ2RVrhqnVMDC4B0eCahBDXAcUm1JbjZddeWzOzM/ee0webJnKdtEFJeeF7Go30zfnpnO9c3QGAHwII405pS339pa5MZhCA9wv43AMA/MvPxtcbGl7tuO++VwF0AIiu6tibzQ78Y+9e/obP9xoA43YLP9zc/Otf7Nlj7W5vPwqgI+Tx/Ojkvn08euAAP9/RwQA2r2Y0TCJR0daG7585kzVmZvr+kM93ApCfp/qmdPqVw93dmytDoeLmdDr7SGPjrpCu04bKypwgQkdDQ/KX586tWyiV3lzp1Zvr6rqefOyxtHX1ai7tum2WUg+M23YvAPpfAcpCofpHW1q+FjIMM2AYqrG62qqNxWzLsjTXdbXKUKiUSSS2zywsrKmPxzsjPp931jSvAIBBUsLQdcRbW1GYmMj1VFdnQdT3x/n5/9YJP4D2RDh8z6HOzn33JJOma9vCVQqW44Dkx1ZXKbm1ocHbEI0+4xcCpz/4YPehoaExCVwWTATXNJFqbIQWComwELnuVCq7PRrtw2dkYl1l5e6Xu7vfOLJ//2+2NTf7lVKSmEHM0DUNEa8XhhAEZjCzsBxHVofD+fJAIPdgTY2/oazsEAAIMEOWSvDF40hu2ADbtkXM48n1VFRkd4RCnwrRsnbt/me2bZMPZTI5q1SSTCSYCB5dp/ziYvTPV64k5kzTrwtBvAQBV0rYUvqPvvvuyLVC4ecAIAiAIoJ0HKRaW6F7PChJKeK6nutOpbI7gsFVIRZt+8r41JS0HQfMDFYKGoD84mLw5cHB3p4jRx5+aXBwgoj8IAKYAWYipbzj+fxHCjj/cQekhG2a8KdSiNTXg6WEwyzihpHrSSZXhXj9nXf2/uzEiVFmDoOIiBlew6C/X78e/N2FCz8FcOr4pUuH3vrww6BHCGIiMAChabQmHE4ACAKAYKVArgtyHJBSSLa0gJkBAA7z0jgSiewOn28lhHl1erpYchxBzIKJYLmuaK2tNXdv2nQQQMe3N258Kl1WZkvXFcwMBgQRmU/ff//Gh2pqDgOAwUQgKaEBYCkRT6fhLy+HUyhAuwUhRK47Hs9SodDX7zidAGRTbe3Opzs6qgxNM10pQURQzEgEAuZzW7bs3Hrvvd9srqiQ5T7fnG3bgpcD6heC1kYiRsTrbVoaAQAoBSgFkhK6z4eyxsalNdI0gBmOUiImRP670Wh2u9d7HICwHSfZVFf3lbjPJwMeDxQzmAglxxEJv7/4eCaTTwQCRdtxBC1lgHxCGH+bnk6evn4dC657GQAMMP97ZxkAmybKMhl8dOECIOWt8MBhRkzX8z2RyBO8sHC8f3Z2z5Hh4WcX2tpaTMvCg+l00bIsB0RCSokiEch1ASIwETxCGGcmJ/GToaHv5S1rAsshNEgpKNddAlgOijcSQXjNGhTffx9CLDUJzHCIliBCoZ2C2f7VxYsHj50/H1WAeGXXrpfa6+u9TERghl/XoQEwXRdC0+itqan48wMDXaaURz4ZZn19VVXXo01NaUVkKqU0IgIBEB4PiuPjEMwEpVhjZo2ZCeCgEOZ6Ib46VyzKy1K+WJJydGRionxbJrO1OhQywayfm5goG5uZCfiF8FQEg44BBN+enS3eWFh47ZMABjND3RrBcvqhFAJVVRRNpbzFqakoNA0AoN3KBDPiuo7nIpHvhC2rpk/Kp+ZMU5y9ds2eq6xM/jOfXzzQ39+16Dg3nmxsfPbxdeueGJ6cHJ237T+tPE8MIoJy3aUtWD6xNIACXm/wYiRinrh58xQ0DdryGJZJBYjID6CgVNgAGuYd54Ufnzx5tD4Wa58rldYvOs5vAaB3bOzN3rGxzQD+CsD5DwBBBN11wcyCAXg0DUHDCPaOjNgvjox0zZdK/StNn6HRyfn50RXvbACnPs1geJmpWilojhP0GgbddN1g73vvzb0wMLDHIvo8xW9LxjSRc0aIG7FYLDdbKNQdO3369WOjowcBvP1lFwcAQyMyvFJGp4vFxOGzZ/8yODr6Lawyqy9LolLXjTrbjv5+eHjo/10cwNKt+AdtbW/gi7kV35Y24U7+F9zVXd3Vnda/AF7mWRmjR+gAAAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur98765 1.0666666666667s linear infinite forwards;
}
