@keyframes rwdcur38423 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1ElEQVRYha2X228cVxnAf2euZ3dn1+u198LGdZbgpClyTUhJgxCi5YGWqgIh8QSVQBVqn5H6BzCPvCMkeKgEDyDBA+pTqVIoUNqQ0lCV4tRNmpipc9vY3rW93svsXM7wMGswqRM2ZD/paEZz5nzfb853Od8I7iKJ29CABeB7Q5l8386ZFiUDPvQ94DzwJrAO3ADOCdfz76bvINHGmO8D160hFjUTHpIwYzSAJwAFZIEasJC4jUriNuQkAaLR8K/X4002IthRYAooGgXgAcACSsAsUAfmErdhTQRAuB6kX9ntSeXTi6EZpKt8RWQnjwMOcG20xACKpDty/wCJ24DUBcutfNxPujG0I3qrQ1qdgGvlsL75gFJAZwS6BzE/Wnt/APvmvffKfvvt5V3WlnvkCjrddkz/IvULs+q7Vx+K5kcAFWAJOAacGMcV/wtg7x1rqEUM/Ji+r+hshdRnLWaUJPO3qcUP8/KF7Zp6CngWOEXqAskYrjDGAJCAUxvYFsSsb/iUCjqFikW3a5Pp20z93V4qDttLCCDhBvBToEGaovcFIIEAcMToQZLAxabJRmwTmBLdNMkOY5Bamh27cR04BGwDnVFa+qOA/pjc0QWjIqQxSsNYgGnqlCpTVMoWUhrUsjEVK8DUBIQK1YXdotn188kscBT4BnCCtEY49wRw21zH12MlcxJh29SnoJyJEIZGRouRIuKGNceWLHM1f8TZqBS+MMwlR4DPAieBOWDpoCJ1NxeofffdTZsgsrIUcxa9ROBjE+o2pvCxRYymCXatAonKoPxarVURn5u9tWNYfVEBuqSuVMC5sXZAuJ7aD9GWMmoJh1A3CXWLjpHF1AWFpI+T7VLLNZkedrBIsEKBCCqVfj7/+UEhCUiLFYBM3EZ2LICR+P+GEDZ9O8Om5tDSczh6QjEZAAK6MQQKUwUow0AToMc6kVYp7MzMPLE5r7KksdQdXccDEK6nhOv1gSDQDRVmJDcth8C06dkZBlaWjpymb06zFVdpT1UZZmxi0yS0JbGRZSgPz/7lkU9/69LJIALWhesF+22MUwcQrhc89+3jKszaIC0iS0NoikTp7FpZArLoKIaFIOrUvNWVGdmVMUas62o9T9CRdvSbhcbiz75+9qXbdY8FkFIYkLEIMjbrtqQUdth2srRzU3xyZ5tEE1ypVQ3v0JUzz/9i9Ue3re4K17txkNpxSjEAiaaTZCyQJrtS8sHcFC8+Gbw+mPX9juOgDB3Ht5hv57569Xi0QNonyJGN4E56xwZAM5g2oKxFDMqK105tnPnOxZUXS3GzWRj28eqH6OUy2FGlsV0sPj3SbYxG974BTKEzrcXIfMD68auvnfb/8cJnzlprrZng5WYtR2yZCEMjMGeMtVr90Z2qioA2aa9g3Ol4Hhsg1HSu10wuL26+8eb8n5595pe5ZaBz5Gbzz83q8Fpgm2DoFAKFE5SPLT/MEmkvsZd2B8bbPcSAxh9Pb5x5/uE3nnnFZk24HsL13ll413rp1w+GL8ukz+nz56nf2mCYqRVuzRz/JmlfsGfjQFtjA3xU3H71J3N/eA7B2v7nwvX8t52LP0+MTleZFvUrK8yv90jM6ol/LkZ10mCE/y7t9w7wO+fCD283vicr2uo7vz8W/tV78FPEVobyzSZlv9jYKdW/RnoQNfaB/H8AdxWBP9Bv/eqjuq2aR48RSpt8YLFeqZ/c+oQqMGrXDjoNJwKQuA3tqUuXzl2Z3nnfd3J0S9MMpcTPH268v5hdJA1Ejf8cSpMFAIwv/zazGYjW61vTJkHGZmhbGHope7N69OlQJne0MykABXBq9a1XI3a2B1nJ0DIxMEns+uLZx/29rvljBWkiAML1IiB49C37vVA1L+/mLDo5SaxpaGa1vnz4ka8AzYP+HSe1AwDbTkvrrsy2fvxBFT80dFqFHK1SjQuVw18UP/AO/EeYGMBoF9bN8PIrntl8t2cb9GyTRGjMJXMnH0se+9KkbE1U/gUXcD8i3QlldwAAAABJRU5ErkJggg==) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4klEQVRYha2XTWxbWRmGn3P/7/X1b5w/x5O6bRKlKTMqo9KGCgFiM4suYMeCQTALxAYWSEgIIQ2W2LCZFRsQLBBCYoeQkIpaEEyhGoamAxUwpZomrZtmGsexE8fxz/X19T0sfKOmnUzjtvkk60r2Oe/3+Dvfec+5gqeELBYcYB54A8G3+GQMFOBGKwR+AawAfwVCwAeqQANoi2IpeJr2XiiH/O4DHvBeIxE2KfsQSnAUBZgBzgP5aKwWPR3AlcXCYdqHA0T/og2sLed7FTZ6UA2QnT6BKd0o2RiDCrSjpwJY0efFAKKoA9W2Hgb1nYDd2x5eINm15Vw7KSs8Kn+dQRWywDSQG6YKwwA0gfKdjFf3eyHxEQ17xiHdUlP/mvbOri4ETQbL5AAFBkuSikDyh0EcChAtQyNQYGXVo10PYK0LPcnEdXXhZiL8zoP5YBH4JvAG8BqD/shFUM4LAUTh1IzAr212ufdhF3QBSZVRYTD1TupVfcd4C5XvAp+IEp8CAgZVMF4IICqhARCGsLrapFb26VT7dPo6dtvEqFhZhCBUZR7IAIloTh7QZLHgfNxSDFsBAAwT3LhGZVclkCpS07FMQbMfo664eLaW8B0ZRom/CJxmUJUMkJXFwkeqMUwPhECgSJRE0sROJhnPaMStPqgqoabTUw3auHRkylnLJ+Z7ljQYNGIPuAB8hkFfzD1ZiWErULdCFMOxyI3pOAYQgqYKdFVgK31QFdpqAhqj+Z1MbKHrygAYAY4x6AmLR1v02QBEseQvO3h2wsa1BR1p0JQ2gaIzJavksjVy+jp2vwehidF0My3X/XxgygsMrHyXR7shIYuFPdccvge6mhtu9F260iSpddGEZFzWUGUAPQkC3F6DWOADGn2ZTTVT8bmeLYmShzwyrWcHQJjU1BgrYYr7jFLRMggFeopNZycGcY1tdwzX28WzXNp2hnriRKI2OTLfTstjDMyqCfiiWPKeGUAqOl3HomLEqOhxGoZDxczRsNIgBNXdCbqWxU5yhGpmhJ1kko6dIlUhu3R+9tzyGT/FwK7X9utqB6c7IBQd6Ri0bAND9TjhrxMqGl3DQQt76GGf/OYdbiyml5eO96umFIpA4dL5fBBoAv/k9Kfe/NK7v31SdngAoSFsg55l0FQFOyKNpvbomDE0IUl2H9KyM1iBv/ztX33wfaDyhELjzQNkhwbI+8KYNPpItc+W7XAnK/Dy5Vvpmjqjl+MGmsb6+BQr440T4zOVwuSyFgBb0fS94/ojMXQPvNRRLEXXUHQVI+Fzb6H67lRr9S3V3H7oWTb3Xipwe3oKX50+cWtu5BXAjaYGwFZkaM8P0DLUAF2llw4pLWxcO/fh3R+d/odxszriX9ocM6mlUjgyZKRjaS174qIXlxkAUSxVRLHkf5zu0AC3kkZ7fULnvVdrb//y1LWvnFoy/gkwWS9fLo95q5ONHT73zlXO/O8uVjA+f2NRZhhczbJP0x0awFdV/naucuUHs1e/dl1jVRRLZeDmy383Lq2Mt66ZQQvT2GGs/G9OrvUSK7mFi5H+gYfQMwPcT9X/+NP8X76BYHXvO1EshaJYCj5ILv+8kZJtOiG84jK6XuVkNfbZB/PBWQb+n5XFwthznYZ78Sf3/R/vT74/Cu3t65dflte3RudorWSQqobbS+VKx6c/zcB6YbDjMs97Gj41vvezNFvG5m+WFmfD1kgWqapYfZMHE/nFhzOBvy/P3o35aAEAZaH2/p83Y9vLlek8m4VpdlNJ/NjxuTuz8Qs87jePec9RAfD1XyfKjle5IWQbveejBn3SQdzVmfqq78j9Qx97YzoqgBBgev0/f7g/rmytHctF6ib/nTmVu/yat3cJCUSx9JgjHhWABzB7W3+7Lcq3zE4bzzZRQ0m2l55enjx7MRpTfXLikQBENttObihbS9mNn5TGFP9ufoyNtIsV2my7uS+IH5Y4yI7FUQDsj9dbsUzKfP33p+WZCyKSr4maf0W58uWrytXfHXW+F47/A2tcRRrSFvl5AAAAAElFTkSuQmCC) 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,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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;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 12, auto;}
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;}
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}
div.testarea{
animation:rwdcur38423 2.6666666666667s linear infinite forwards;
}
