@keyframes rwdcur208483 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 30, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 30, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACc0lEQVRYhe3TS2jcVRiG8d/Mf9IkOrVSoiYlbRGsJm50o21RVEo3liKCC8UWQYUuJGDxCoKIeFmowWo3Qm2pFRGhohJcecFVUCy4qAtFbWgCClpIaxs1t74u4qSTZBJt0IUwD5yzOt95n/Odc2jSpEmTJk2aNPkfccF/sWnpH67LMmr+NYEUdmKTUvGHqelHGtWVcRvuRSd+wwAO4ORy5cpIi0dzmdPpklS8mZbipZjbkXX47oYN8sYuGXxSPnxIdmyWFYXfcftywqtIm1fSaSJdMjsK++sF1mDo1Z3yxVNy50bpXSM398ihXcKRsHoa288nvBupOpzOuuAuSafJtNlXL7D34Vvlg93SUhhFH642cx1f8UD4LBj6q6NL08oW5GKDC8Iv8XO4oz68Wik7faxfulYJNjXo4hCD4bos1oVZq8vZvl7xyUU+1W7znFd21rgTHsO7nHuAPdesUz1+gp9OOYLP5+19Bvs5jG2wcVGBHm5aoRg48MRZv9pi0sjsgmDUXnEQLqyrrVTKTEzNhjXiDOOoqE0L2MDWqxQ53i85JMMvC9JhOF2SqoFa2+ffYcfKNtMje2Rlq2kzv2E+X/J+2Bbc01CgV5HvX5gJr42aRNVHtfDVi5zwnT075MW7BN869w668Ta3hG9CeRRtiwocfWauwNRBGeo3/7834tr2FmMfPy6v3y9XXCoYZ1V4MPwQeoPdi+7Qq8hrd5dmw8f2yX3XFykvffJ6bmxvMda3Vb5+XjgZfgz9YW3w9JLVV9JRkzj6bCnv9ZWzVvnvTj6fbjyHEUziFN6y8GsuoFSTGFX6paqkVcmE6fXHGD5PiWXxJ9IaEIsJEvR+AAAAAElFTkSuQmCC) 0 30, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACc0lEQVRYhe3TTYjVVRzG8c+9/xlnpq4ZMtGMjEqQOdOmNqVSVJibRCJoUaQEJbiIgaRXCiKk2lRDlpvAFDMiAqNiaNULrYYioYUtksrBGSgoYTSdat58Wkz3eue1HGoR3C+cszq/83zP75xDgwYNGjRo0KDB/4hL/otNS/9wXZZQ868JpLADG5WKP0xOPTZfXRl34gF04Df04yBOL1WujDR7PFc6m05Jk7fSXLwcMzuyBt/dtE7e3CUDz8hHj8j2TbKs8DvuWkp4BWn1ajqMp1Nqo3CgXmAVBl/bIV8+K/dskJ5Vcmu3HN4lR/fIyoopbLuY8C6k4kg66oI7JR0m0mp/vcC+R++QD3dLc2EEvbjW9HV8/dDt8vlTgsG/Oro4LWxGLjcwJ/wKP4e768MrTWVnT/RJ5wrBxnm6OMhAuCELdaFmdRXb1io+vcxn2mya8crOG3PKE3iPCw+w+7o1KidP8dMZR/HFrL3P4QBHsBU2LCjQzS3LFP0Hnz7vV5tNGK4tCEbsE4fg0rrapqYy45O1sPk4xxiaVKc5rGPLekVO9kkOy9ArgrQbSqekor/a9tl32L681dTwXlneYsr0b5jNV3wQtgb3zyvQo8j3L06HV0dVouLjavjKBU747t7t8tK9guMuvIMuvMNt4dtQHkHrggLHnpspMHlIBvvM/u/zcX1bs9FPnpQ3dgpXB2OsCA+HH0JPsHvBHXoUef2+Ui18dL88eGOR8uInr+fmtmajvVuEb8Lp8GPoC6uDPYtWX0N7VeLY86W831vOauW/O/lsuvAChjGBM3jb3K85h1JVYkTpl4qSFiXjptaeYOgiJZbEn1M3ETgFT+CGAAAAAElFTkSuQmCC) 1 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 30, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
}
div.testarea{
animation:rwdcur208483 2.1333333333333s linear infinite forwards;
}
