@keyframes rwdcur58923 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRYhbWX32tTZxjHP+ft4RCzGLMs0VKy0B9qf23TSqoiwhDqzZSBf4IiIlLQu4L0or3ahR3ohQiCVwURoVfCQG9GJgWr1cm2ttqNdMgMtbRpKPH0LD15s4v3fdujU9fY7oGH9ySc8z7f5/v8el/4gEgpkVJ+6JUNi/W2QcDWKvQKIAG/Wq36lmVJIcSmoVoFoI2HgDAQAaL6twDKQAlY0qu3WSDswLOjDdcDDVpj+h0XmAPy1Wo1b1nWvJTS3QwQNqx67wBxoBHoAFqARADALPC7ZVkO4Gv1NgUAimZHG9wJfAnsfvLkSX0+n3e6u7tLO3bsmEUxVEaHQkpZ3pRQSCltKWWDlPJbKeX3Usr74+Pjr1pbWyuWZVUPHTpUuXfv3isp5Y9Syu+klN/o98VGbQc3sFEexoDYnTt3otPT08K2bcbGxkR/f38il8ulULkRRyWo/e8tPx6AebYBe35+3hZCYNs2tm3z6NEjMTIyEkdVh6mQDUsQgI+KrweUU6mUD1CpVFabkeu6tjYc0au90UZlAEhtvIAqt+LRo0dLbW1trKys4Ps+XV1dHDt2rIzqE58B21FJG5FSOh+bD0EAHjAPzAAv9u3bNzs8PFw8d+6c7zgOPT09fiaT8TWABqBNaxqVE2EpZc05IQCEEAQA/AlMAbm9e/fmT506VYzH40xMTFCpVKQGUA+0Al+hekYQRE1MvJ0DS8ALYFJrrqurK3/kyJFSNpu1BwcHI4VCIayNNQOdGsBOFCtRVD9Zt6xSJoSQUkpXs/AHa1levnDhgnj58mXz5cuXo3fv3g0dOHAg1t3dHT98+HCkqanJAeq0Ay41Nijr7T90HGMoWtuAdqB5ZmYmPTw83Dg6OhqfmpoKLS4uipaWFu/06dO53t7eB8CvwC/ANCqRfd5kWBpHPwhAgwihaG5AUd0MfA40VCqV7c+ePUs8ffo0fOvWrdjExIRz+/btnzKZzEPgZ+A3IK8NmrEuWas0H/B13r23k5WBIkC1Wi1bllVClehSXV1duaOjw+/s7Iy2t7d7x48fbxwfH09kMpkwKgciWs18MQBMj/GAsg7TuwHofPCAgmVZHio55/QqLMsSgIjFYk4oFGJlZcUYMyDcwG9BID+CRAP+e+tWx8qTUpb1x0v6o5j2MPT69euI53kkk0lPGwppAFI/h8fGxqL5fF6cOHEip7f2jXG5nsYRAOKjwlBAhSc+NzfnCyFkU1OT8SykATpA6ObNmy2jo6MNtm2XpqenI319fQ/RIdDq19o+pfbgb8AvFots3brVT6VSHiqfPkElb/zx48fpbDbbdubMmakrV66Mua5rDw0NpTVTq1orgDfKamFhwdm2bZufTCZNh4wCny4vL8euXr3affDgwRd79uyZB9zBwcHxUqnkX7x4MXXt2rWI2e9jGDAsyMXFRTuZTJYdx3FYm5Lh8+fPf51MJpdOnjw5hQpXASgODAz8kk6nZyuVStnste7hUa1WsSzLDC2j/pYtW0zDcQB7YGDgi1KpJK5fv36fwHRFVUD57NmzBdbOlOsHoI2bg6gLuIlEolQsFhuMN5cuXWqcnJy0h4aGRgLGTfl6+j3DZG0AtJgDaRFY3LVr1+zCwsLuGzduRLPZbHp5ednv7+//IZ1O/xUwXtSATfkZkUKId7fid4k++Zh7Qxrdnnt7e3ueP3++ff/+/bm+vr4H0Wh0BjVR86jBVgLeO5zWDUCDcFB1nkDNiXrWLi8eyttZrQXWcYuqNQS+3tT0d5e1vh8Mj6H9P69wNTEAq+PalF2ItYFjDrWuXjfn0vJ/yz/n6WFjDOc+gQAAAABJRU5ErkJggg==) 3 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYha2XS28TVxTHf3OZjBzHdRxjOYGYKKRJmociRVkgxaAuQIIFVSWEhMQXYMc3YDFLpKor9ixYsOgCsbDEI2JRAosoTtNKkNKUIBRSCzvOo25wzDA508XciZ0QiCE+0tVorsf3/M85//O4UIeICCJSz6dfLManFAKmXko/AQRw9RKl1IFRfQRAKw8BYSACRPW7AhxgAyjpZ+WgIMxP7EWAJJACjgIxvV8GCkBOr6KIlA8CYgeAGuvjQA8wBHwLJGoAvAX+Biyq4ag0BAC+my2tsBcYAfpnZ2c7lpaWQidOnCi1t7e/xfeQiw6FiDiN4AMiYorIURH5UUR+FpHJbDabHxgY2DIMw0un01sPHjxYFpFfReQnEflBRFIislco6xK1x56JT8AYEMtkMtH5+XllmiZTU1Pq2rVr8YWFhYAbSXxv7HXOVwNQtWt5edkEOHToEKZpks1m1d27d+P4PIlrsA31QECqMuCkUikXfIJ6nodhGLx7987EJ+s3VFO0IQAEP9fXRSQvIsUzZ86UBgYGcBwHx3Fobm5mbGzMxbfaOiiA3a4TfOsLwCvP846MjY3Fbt26pR4/fhydnJw0Hz58qBYXF4PvLfwQhESksuscqKNa7gCglEIftCoir5RSMc/zYqOjo+bo6Giyr68vOjExEXnx4kVQoqP4ZOwGVmuUB2GsiIgDfDJN9yKPC5Rc111samqyDMMISjHd3d20traGl5eXlba8AxjUnlinGsKyfl/Va0NE9izbHwFQSomIlNfW1iQej782TTMOtBmGYaVSKbO9vT1RLBaDghXX1oe10sDy/4AisESVH64Gt68HtkFo9K/x8z3a2toaHh4eTj158iQyNzcXHhoacrWCsD48UBL0DHPXXn0ANIhtPuA3niQQO3v2bCGTycRs245fuXJFHT9+PFQul6Pz8/PmwsKC9fz581ClUpFTp069unr1atA91/F5hVI7E2bPeSAQEVHsbEzDQK9t26M3b95MbW5uqubmZvnw4YPa2tqiq6vL6e/vL1uW5UxNTUXu3Lnzy+Dg4DQwB8zjh2WHis9WsJpQFPDdbAFi23b53LlzqWw2G9/c3DTb2tpkaGjIGRkZcaLRKHNzc+bly5d7HccJ6kRI/9eqVb4vAC0OvguXADzPqxiGsTY+Pp4bHx8PQIXwe0IICOVyuVhTU5N0dnY6VDtsMORsKwecfSuYUsrFJ1AReG0YxjPgd2AGmAX+AP4CFrWn1t+8eSOHDx8uJxKJsj4maHCRYN2+fTsOmHU1EaWUI/604uDPALUhCepBN3AEcAuFQiqRSJSost7SipmYmAg/evQo0tHRUQBW6+5i2hOuzowS1fwOaQ8FMQ7ncjnV2dkZFKZa69X9+/d7L168+CydTq/CVzQRpZQopVyllKOUcrSVwXIByefz4Z6eng0NqCUAYNv2WEtLi0qn0xW+gIT7yTahAhDv37/n2LFjZaojfSiTyXStrKy03rhxI0t1lnS/uo3uEgfdfICy53lBQwJQKysroXv37vVduHDhz5pvnUYBqG1AJeDfZDJZnJmZiQDO06dPI7Ztj/T09Pxz+vTpHH5lLGsQ7mcrYV3a/WoZxc+Eo0Bqenr6u+vXr39vWZZjWdbG+fPnpy5duvQb/ki/il9XKkoppxEAwCdZFH+cTwLxfD4fe/nyZfjkyZNvtcKiVl5CNyallBwYgAZRm2pRqtc5+Pg6t60cDjDN7pJgDgj4sEH1Yrs9HenfGnOJaZT8D5naS38T7hPcAAAAAElFTkSuQmCC) 3 3, auto;}
}
div.testarea{
animation:rwdcur58923 0.66666666666667s linear infinite forwards;
}
