@keyframes rwdcur41381 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtElEQVRYhd2XW2gcVRzGf2cuO7ubTbKZZndzL71otK1YaNFYBEFQRKsoIj6KTz6rSEWQXkRfNCAiiBREUHwURciDL1pstQ1Irb2mtTbp7mY32WSzO7OX2dnZOT6kDW2aza22iP+3M5zzfd/5vj/nzIH/cu2XZ+R+eUbeSQ5lOfI7SbysgLtFDqAt/rD7nQ/k5B8T9OzcuOSCG8UdFDvE9fFBsUP8KwK0gIoIxZC+pJIv8VHskQXgxc7cOF4sbLUCbong+IF9YurkaeyZOtWyzks/fC2fOvzZTcRhOggRxaB1SdDrYlYT5ZJKB197Vz72+rMEQgpWrs7UhEvfgIURMdh63y66MekHJoHLJKnj0MBdlqiZK0s24djn74nqVJLynEe1YaIoAkJxzC3dJDCJAqFrc1tJEKGTMCZtdKETIsEgGsGVNt9cAMCln/5iJuVSsgSO1kXZaSestwGgA+eBEiBQcangUiZMlO1sJoxGH1uIEF/AaxZHUwHHD+wT1tjvSCtDe7ukkFeYyZeZpcIlJC5gADZZbGcajxoKKi1AC/PZhtmwfgcAFCGQEuouqIrEKQvG58ZpQ2BccyJOLz3BB/AbPgqQBMLARqBveXigSRPeWA++cUgWzCEe3TtAtNOnIdsxYwVChkGYDnZhkgIuM4ZGAJNNDAHd18CPAGc5u4C3uBlXlHjqQpGJiiSTUpjJKNQcnZLVimULPBwuAmkyAARoIQhkmY/HBHqBbrYt4C3uhZU9GhkWO2ujhPws23ZDrCvHxliYYItDznY4mZ7karpArdbAoIWLzjnGkTjMN6kGmAhaSSwJf8tJuFQpukLF9kn/LendrNLJBiwlS62q4zg6JbsHRbdwjQk8VzBmX+D72P3cA6SAHLNkpi5SK9f4dMvjN0Ww6iPz1d++k/Htm5BCw4y0kcwIFNVHD3h0RlW6GGCGLFPFKkJWUXXQdImiQt1p0PAk9arPxNE/ufTLOGc+OSBW7QDA2ZHzuMSJ9kepWDZGKITnzSfoUaOGpCTzaAEdXRe4NZ3ppIf0watrtEXLaAGF9OnsAvmaHADY+9Vh2Te0k2hPmFBYpTBn0PBUNN2jP7qBvJ/CczXqroZdDFGYstB10GQB3VCoFyb5cs/zN3Gu2gGAKyfSEB1kerqNRJ+P47bg+4LOhM1MfRJQiAfjTDNNvVIkP6OiORmEEAQbV/j2xVdu2fCa73Dzhbek+fCT7Hmmn/57PcqlCJWSgRASM24jfcFctkE2qWCnM9Qcn/r4KKOH3l6Sa00OAORrPn1BQckS5LMqkY4GvQNFrKJOYTZCZc5mMqmCPYnnSbyJ5uTrEsDIsAju6pSiGiSXjuE3XIwQBAyPU8fK2CUVCknMuEp5bJQTB5uTr08AUCnWkHI+v5IlaK3q5K7WqVQEQTeFNASpIz9z+uP9K0a8rv84gD3vfygTu4eIdMdQFHCqQHWWQEhBlzm+eOi5VWGvfBQ3qV+PZTl6rEphdv7GTPSUaevUaRSurpoc1hkBACPDIgfS2roXw9cJCJ2AVuSbJ15ek6vrduB6WUWfSIdGpL1GbLBnzetvT8DIsMge/ZGGlaK9z1z32+D26uk379or6v9Z/wD06vdLOyXOUgAAAABJRU5ErkJggg==) 4 4, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkUlEQVRYhd2XS2hcZRTHf999zSMzmZm8jGnaplJQ0hastS66KF0IIrYLQVy6VuxC8LkpTVpFqLSIC6lSBLHu3CldWLCCWlspViSGpi/TPCeZzNyZzEzm3jv3u5+LpGFsZpJJSi3439zLvd8953/O+d/vnA8eMkSjF0fVkLp7Pyh2Nlx3v9CaWVRL5qEQ+E/RcugtdfDLz5cjfpDRAxj3PihLhS23c+jsGeWW3GUSg2KnqL3WM7YRrdT94MCpj1Voy26EBj29BVo64rRt62xoRMMgwN8QiRUZADDDBlZYI5bUkXoXUhg4hQX2J/aSBGaX1uUBH/BRpBkGVi9ZPXIN2T732adKJvrZtKub7s0OqXg7e+llD5BYWnMV+BMoUwUEGhpprgEKkwhVKmuSaPgXzNzMks1I8llBoExK1QJ2TfQK2A10AG2Y9GPQg8ZW+ulhR13nsDJDDQn88dERocYuYo9OMXVbp5TXGCXDDyjOA98Cv7FYgl6gCBSAEPAI0MeOZVspNtNKd10/a+4DbkVRsAWGpQgRo8I8vzLC7/zFd3KI6SXn40jG+JsZbCQQ1NjYRCvbaa+bhboirM3C/hOn1KPdMezZOG5lFDMUIZABLa2CqicwY+AAeSZIj+cIWdNk4mGsaGjZjgRsQMdC4v3Lx6oEAPLTJQxLcGdUJxxRhBMJgiBB0qmQSOXpY1HJE2MVRADhVJyqE1DKzCOEoKUjziQ5fJxl57VC1NciMHPpwuCVW60DLh24oo2yvYAyUiRTDrGEx4IeBizm1CyRVpNCxiASC7DTiiAw8IsFXFVEheUK59BsL1DgB2CXBZ4vmC+bSKlRyMXwqTJBhrZkjJZoCMNUZCYtfOI4JUkolcSKR6jYZUZ/vr7CdHMEzp0UXaXL9Ohj9G4KMNxRspkozoJJhQJddNLOFgQ6ZiREdlZD+oJoKk7VM8lPe4wPS4j28NR7H6j+w0ebE+G9mEr7iKRgviwIJS1MK0DDpQ3IAZ304bUOs21HhKpnYJlFgkDgVaNI6TA+4lCYrXDri/eb18BdpC9eGMyHuwZyoh2jpY2oKJDqjOBJiRUPsw8dA5gUOcyQh2EExOIaMgiYuWFTyPikf/mRkdPHNqCBGpSX9CAloASapmjBYhowgad5HFOE0DQfx/VBVgkkFIcvM/TJwIqtf10l4NxJgUAl2p5HJrfizGfwk3FalwzdAUbc62QnAzRdwzIXsKc8lH2Li0feqdt31p2BLSkLpRRuFeYyAtc1GGKEIRxuVK8xPycXI07nFxtGeZJvXnylYdNbXwaAsbMfiidipvIUlLQ+8mmbCT1JLjZLJBpghgR+uUjgKxZmpvnqwEurzgcbngmVAhmA50IQCIQqoxTgOwhNkB26ypk9B9ccTjZE4NrpY4LbPxEqjyEAO51noSiQrkcgFdV8mu9ffb2pyWjdJaiFrgsCJfAcxdRwhkJSx3An+frZl5sey+7rwLHv+AkVeuwZwlGB7ynIDXH+tcP3PxM2i+xEkWhSImyw5q5waeDdB3aCaohdbwyqJ98+/kDPDqvjhTcfovP/A/4BoSr/fnAspvoAAAAASUVORK5CYII=) 4 4, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeklEQVRYhe2XW2gcVRzGf2dmdnZnb91LNjHJNk16wWptBVHRBwVLVSj6UATF4psI+lzEgGIvUlCkIvShgg/SFxEEwZfWB98iIhZa7d2k2bRpdrNJ9j5735k5PqQtbbbp7qb2Qej3MnDm8J3f+f7nzDkDD/V/0H55Xj4ob2Vlw+BbH8k3fjoubw668vlfA4q2lt375AtvvsZIfAmEYPPOx7o2OyieaPfrGQB46auvpW/LUwxt8eCUF7Ftm5FnNxFnG17AABZwSHPpvqHaSgAgFIGUUMpYSHcMPTxIJWMSB54H9gB7UHiZbai47gnQqTyr0u06elTq658kMNxPrL+MP+Jiu38HYWAX3Br2JHCOeXQMDEIUSaNjUGCuzfNuadw1AYC5C0skJhsUsgq1hg/FpbFIkQZwCkgAF2/0jTBImQwgifIIVXIYhNo898vzcmUiqwJc/uaQIDFB/up1smmFwqJCspDkVOMiZ3H4gRlOksED+IEgA+S4jgvQ8BBgYDXrO6Td66VtS2wbhkYdvEEHqyloNuBa4DJVUxDurzIl+nADdUxSiWkaG00AquS6Alg1AYCpbz8TweY5QrEWugeWkgqZzADJKyqVosArIviAGKDjxXICVLNlDMJdDd4RACBxeoF8qkFhUUFRoFRys5AfQbjCtKhRAXJAQSZxuRUsWydvZkj9dY2pXy90BFA7dSie/e1gMh05cH42SrEeQXVMHDWEx+3gYKP6ikh0qqKAy9Bw+1TKuRblok696ccw6mhuF4q6PNeVO6FjAgDzZYuxIZUNcYnhgXXBFrWaRj7rReLQpEqE9ei6yjPqNgJ9HhwtjOFXkYqXasGmkjHJX11q8+4KgBNHRMyYxu9aNjAX5ymVXUgpaFFDoOIhQJxHmSRLUA8ztNHGEw4hNA+VvEU6AamEi+cOfiHZve/WVuxYgptywjsOJIpD1JUw0xkFw4gS9Fs4lsJIMMZ2YAxQ8VKgieaG0WicDcYgZaNIZrZGKWtTmpkhffzwrTLccxverunvDgt212Wq8QqRoU3UcjNoo1FKRQ/5eBKLYWIsR5onSoUw884lZquCRqmOdMD850/OfPnJHWuga4CbimkCtwb1JpRMN35fEweL01Qo4cMDmLRYcCZp1gStagPNrWBeOcvvH3/Y9inuDeDEEeFa55JoIAbHyCZTGJtjmI0GPrcgDUhgcuEK2bRGbKBKq+4w98ff/PLeB3c9d3pOQLlhMxyT1OuCUklndrqP5nAaTXNQtSZmXkGzCxQXBZqT4ee331310Ov5AgEQ3zsu2boT3/AYg32S6PAAkb4qwi7gONAsFaiZDn39ZY49/mrv94FuJW5YW5ZCwyxi22BXS0gHmvOXOw4Oa0wAllMIPb2L0OgIAvD5IBLIIAQ0Mwl+fP2drrx7XgO3SwiwLIGmSczkHAULXLkzTIzv63piawaY+/5z4Q/qssKL6LpAVYHUKSYOjfeU6n0lkM/UCW+UtFoSMTPBpWOH1lzSNSu+d1xuff/TB/bj0lm3HSwPtRb9C7TrzrqqP5/3AAAAAElFTkSuQmCC) 4 4, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur41381 6.6666666666667s linear infinite forwards;
}
