@keyframes rwdcur182236 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 10 12, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGtUlEQVRYhcWXf2xVZxnHP+dH7709ty1dwbawLmSjhjLSDhL/WN2mcWYzDsLEBdSEP1QKGImWFvwZ/5S4DKQZsgmuUSMwRwA7WOYWmywu6Eo251yhlEkvYWUrlf64t+2958d7frz+cc6hFwpSYo1v8iY373nu+/28z/Oc530O/J+Hdge2apG9nCsAdZZ2KSmlD1QCFUBqrgBmKy6lOC6llBJoAGrnCkKZhbgFzxQtfR9FUVYCw0AOsP9XAKF4pnnmkyU9KIrSCFwFJm8DoUYziObtR2VlpSGllP6hcgl8JjdhSymOy9yELYFv+4fKpZRSqqp6P2E4jFsd4krfGgksIMyfGWGbkYQLFiwwstlswXtSQdsw1QzoAJQMxCZC2zC11ntSwff9PlVV481vhNAH/oRVltYZ/mD3SARhXNvvZgB1dXWpoaGhwsgXFUpO8kj03JyaLECmi6nJAoTuniw5SfP7n1P40U9+ekZV1Spmvh2pZM1qyhbvQ5WniDxVdkuAurq61OXBQUv+/i6qX6eZMF45YDyfz8KVh8nnszFADhhf8WeWf6d2Jzuf3nsjRCrTzVTVgi8A52KJ2EszAerq6lKXLw9aXPw0pd+wPquqqqFpWqDruqfreuC6LsGHB3BdF0VRUqqqJjRdD3Rd9xZutZp3rDnIrj37+zRNqwaqen+GVTUPjLQB5gicPgGQYDohp+MUnxx2ATCeLbwJMDVRIJ/Pks1mEUKg9jYhGgQ7dvz4YGPTA5QkExhGmkzmQ3S9k/bWLIpy4Mz2bZubvUSAXrsXWToPxXub/zT0wcFBC68LSsKFitQfoWSAipEuGHuYXP9+zja8gXf+r5imw6ecn3O//Cr31J+lYsU6cJfA5fC/275ViQz29wT3bMbzegiCejSjgZLQ6XqRF6YBVFX9RBAEI0rkgQnrCbBgKrGR/Pws2eXrMQs2esNDmLbNO8ntOMoDnLnwJYyP02Qyl2hfDVLCnufHMXo3498NXvlyZO4jqF2K8eg6/vXbo0dqvk5zlCM64MVUnqqqy4Ig6FfoYv5dpVsDiQBMQACpP3S9fjBo6sUsmOzetXM38DEwCtiqQqJt1YOHO/ZWsaNt05ZfP8oB7Z+g17+M0vQUUArdJ+FNiMSv84IaZfW4qqor5X1v4R4sf04LNx8CLgID1TXVqIu3UF1TTSR+ERjQFS6K35Uf7nh1I9u3bVoHjH7zDdZWnIPEP86jvjUKNOIdc6j5DVtulogxwCQwpKpqI1/LkV9NV7SeB0bHxsdh4V8YGx8nOvlVYDT7BO/uHn6a7ds2PQbkX3zx2PFTp97uWjgBpf1NXDxfDe9lSCbvo68/cyACMIrCcI0khriqadryXz7WibuGnsgotFmyliJb4a7hwguPd/LD72195Bf7Xug+euzka/feW8+iRXeTfiVAqV8DigInXkY7mqGyopLe3oFX3vnbuT6gKgLRi4tCfKGo7a0tjTzbecZf39anbZhqzmQugVtPJnMJIOUfKn/32bEO2ltbHgJSpSmDqqpaVqxYSjKZRFEU2PwDlgBBAJ4L6bI0QQBHjrwEYVUUgLiuKhV54hqEHOjsgU4YhLZV0LbqwYMdr7bQ3tryecJqmU+Xl1OWLpsWLx4KdHd3IxzBsmUNhC0FlVEo9RsBIMx+gKC9tWU5dPa1fXfs2sOOvfNpb235CuFrNAkIwygjmUxdJ3769N9xHBvbdgiCACnBdV38IKAoB9RbtWQmYb0fbW9taezYOx/c+lh8YyQ8Hp0il0qVoujT7aUQ4DgOwvXwvADfC/A8FyEEgby+JbiZB+JRnBMrofO99taWpyK44Uh8EkgoigJB2Ke6Lth2gGXZ+L6L6/oIV+C6Lqbp4Apv1gAxRA6gvbVlGaHr4rW4HUsEUoICjgMF08WybRzh4rkC1w1wfR/HEZi2jXDvDKAYwma6hNpFHsITHpblkJt0cBwbx3EwTYtABtiOwBMurudiFky8wL9jgBhCcPPeLjAdi4mJHEPDSTRdxRM+pmkhpcQRAkcIfN+nuqYa1xHXbTzb7wIiUY+ZjaW3/suPLx66MswHFzKMjOUw0mmmCjZmFArLFixd+klOnHyNgmVRtE9wu7Z8NkMn7IQWPbf/pTPJMoNkIkX/2feZV57G9SVGaZJLgx/hWCYHnn9mI3AJGACuzgUAhMlZSdh41u7Zd7j7fH8vyUQCTdPwPA8hBL8KxYeBQcLLbnKuAGIIg7DOVzHdhsd55hFebleJ6gdgzyUAkVgMEt96cZ4FTJd6M/p920+z/wYknsUAXtEE4N9xNxSutVPGpgAAAABJRU5ErkJggg==) 10 12, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 10 12, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGwklEQVRYhcWXe2xT1x3HP/f6xnbsOAsJC4FlqlqoCEWhoG1Ss9JN20S3FUTHEGyT+KfD0G1oCwnsvT+HhAojKmvLo2krLdC1ApYW1oKG1j26QbWO0QbSMBFHNEAa5WXHse/j3MfZH/feYAqUoGXakY5snXt8vp/7e52f4f88InewVy3ZL6cLQJ3ivriU0gWqgEogPl0AUxWXUhyRUkoJNAB10wWhTEHcgCdKln6EoihLgEEgB5j/KwBfPNN045O5p1EUpREYAvI3gVCD6QXzzkZVVVVCSindAykJfC43bkopjsjcuCmB77kHUlJKKVVVvQ/fHYlS8KvnV0hgJn7MfKSrbgjCmTNnJrLZbNF5VCGybqIJ0AAo6w23iMi6iVXOowqu63arqhoKJQCt9w8YFUmNK93bhwOIxOQZtwOor6+PDwwMFIe/qlB2lIeC5/pEvgiZTibyRfDNnS87StO7X1D46S9+eU5V1Wr87KhgxleorFlNTDsFUA9Uf5QVJgHq6+vjl/v7DfnbGdSeoAnfdzlgrFDIwgdLKRSyIUAOGFv8ZxZ+v24b27bvDiGq7OETCD1PqvLLXOla8acA4JZWUCfFL/cb9H2W8seMz6uqmohEIp6maY6maZ5t23jv78O2bRRFiauqGo1omqdpmjN7k9G0dWUHO3bt7VZVtS5fBMOwic5aSvzs7wkAbhkLWvjmsAOAsWzxLwAT40UKhSzZbBYhBGrXIkSDYOvWn3U0LrqfsliURCJJJvM+mtZOa3MWRdl/euSdNLMbTGKWJLVsDQPPHTo+Zz1NQAFw+FDGaP39/QZOJ5T5C5Xx16Gsl8rhThhdSq5nL+cb3sC58Hd03eLT1q+4T36TT847T+XiNWDPhcv+bzd/p4q2Pfup79tIqt4iVftzqj9ziCvtnK5P86kSt05CaKqqftzzvGElsMC48QgYMBFdT6EmS3bhWvSiidbwILpp8nZsC5ZyP+cufo3E1SSZzCVaV4CUsOuZMcq7NmLMBseJIIf3Emt8nZrq5xl84fCZusdoBERgCYcgMBxVVRd4ntej0EnNjPJNnkQAerA5/rvOEx3eoi70os7OHdt2AleBEcBUFaItyx842La7mq0tG777/BfZo10E7d5XUBatBgzUPx5D+SthPOQCd0wGoQmMqaq6RN5zCrsj9XTEP3wA6AN6a2fVot71OLWzagnE+4BeTaFP/CZ1sO219WzZvGENMPTtN1hV+R5E37mAemoEaMQ5bDHrBR4PAlGjJPtCgDwwoKpqI9/KUVhBZ7BeAEZGx8Zg9t8YHRsjePMhYCT7CGd2Dm5ny+YNy4DCiy8ePvLmm//onD0O5T2L6LtQC2czxGL30N2T2QdE8VMyBJkkCSGGIpHIwj3L2rFXcvo62rmrKNkr7JVcfPbhdn7yw00P/fqpZ08eOnz0+N13z2POnE+QPOahzFsJigKvvkLkUIaqyiq6unqPvf3P97opqQ2lxSGMTLW1Od3Ik+3n3LUt3ZF1E02ZzCWw55HJXAKIuwdSZ54cbaO1Of0gEC+PJ6iurmPx4vnEYjEURYGNP2Yu4Hng2JCsSOJ58PLLL4F/fwhAfLg6hZaYhJC97aehHfqhZTm0LH+go+21NK3N6S/hp1UhmUpRkay4Jl46FDh58iTCEixY0IDfUlAVuFK7WXnUg0+vtTm9ENq7W34wOvmwbXcNrc3pb+CnUR4QiUQFsVj8OvG33voXlmVimhae5yEl2LaN63mUxIB6q5ZMx0+XkdbmdGPb7hqw54Xi6wPhseAtcvF4OYp2rb0UAizLQtgOjuPhOh6OYyOEwJPXtwe3vCa5PiaWQPvZ1ub06gBuMBDPA1FFUcDz+1TbBtP0MAwT17WxbRdhC2zbRtctbOFMGSCEyAG0NqcX4JsuXAtLatSTEhSwLCjqNoZpYgkbxxbYtoftuliWQDdNhH1nAKUQZrA/vFAm67kjHAzDIpe3sCwTy7LQdQNPepiWwBE2tmOjF3Ucz71jgBBCcPM+z9Mtg/HxHAODMSKaiiNcdN1ASoklBJYQuK5L7axabEtcd/BU/xcQiDrc2GQ6a7/+8F0DHwzy74sZhkdzJJJJJoomeuAKwxTMn38vrx49TtEwKDnHu11bPpWh4bdjc57e+9K5WEWCWDROz/l3+Vgqie1KEuUxLvVfwTJ09j3zxHrgEtALDE0HAPjBWYXfhNbteurgyQs9XcSiUSKRCI7jIIRgvy8+CPTjX3b56QIIIRL4db60DQvjzMG/3IYI6gdgTicAgVgIEt56YZx5XCv1evD9tn/N/huQcJYCOCUTgP8Avx4mKmnWMjwAAAAASUVORK5CYII=) 10 12, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyklEQVRYhcWXf2yV1RnHP++5b++9vbetl8JKwWZGqQKy8iNZshKnydh0ERiOmbEs4Z+Nom5mKy3sZ7a/JplRtMr8MbBiNsBphFUhKAvZ3OYUMqfOW2pZ2ktY1dIVeu9te+/747w/zv5431tuaZ0l67KTnOTNec97vp/zPM95zvPC/7lFrmCuKJuvZgtAzHBeXCnlASmgBojPFsBMxZWSh5VSSgFLgPrZgtBmIG7CA2VD30fTtFXAEJAHrP8VQCCeWT31zaKTaJrWBAwDY/8BQoTdD/vMWiqVSiillHegWgG35EctpeRhlR+1FPBt70C1UkopIcSNBO5ITLeBD9JrFTCPIHamddmUIJw3b14il8sV3Ts0IpvHVwM6ABX9pSkysnl8o3uHhud5PUKIkkA5hN53HDOZ0Hn/9M8vhBCJibU+CqChoSE+ODhYvHC7RsURbg7fG+NjRch0MT5WhMDcYxVHWP3u5zR+9JP7uoUQtUw+HTpzvkhNaj0x/XWABqB2OitMADQ0NMTfHxgw1W/mUHec1QQ+ywPZQiEH5z9LoZArAeSB7Mo/suw79TvZef/uyyHicfN3KOURT3yBoZ71rwJVQHQ6q9PQ0BBXyleqv1kJIW4RQqyJRCLNuq7foOt6Yzrdq7wD1Sqd7lWapm0WQjRHdL1R1/UbNE00O2c+ox56ZK8SQnwK+OTpo6ixgUeUUt1q5FcoYDPQDNRd7ga9tHN4EIBsrvgngPHRIoVCjlwuh5QSkV6OXCLZsePH+5uWr6AiFiWRSJLJ/BNd76S9NYem7e1u/FcL0fqfURFPoNQpxORcO2X3YmBgwMTtmhioib9MTfVurpbrWTyyhyU9azAMG/fM6xiGzafth1ilXub2xvv40tq32XZPauLbbfek6Kvbizn4U6yK8/h+PclV9Qw+zf6Sa6ZYQAjxCd/3L2ihBUbNtWDCeHQLhbk5css2YRQt9CU3YVgWb8a2Y2sr6O77MokPk2Qy52hfD0rBw09kqUzfhbkAXDeCunCMihv3MeeqfQw9c+jV+m+wgiBvuGFHB1whxFLf93s1upg7p/JeXyEBA5BA/Lddx/f7y9MYRYNdD+7cBXwIXAQsoRFtW9d8sGN3LTvatn5r3xqe1PtAv/5FtOV3Aibi90fR/gwExzULFMp9YgFZIcQqdd0bOPurH48Eiw8CZ4H+uvl1iGvupm5+HaH4WaBf1zgrf119sOPYFrZv2/pVYPibf2BjzXsQ/fsZxBsXgSbcQzbzn+HuMheIywHGgEEhRBNfz1NYT1c4XgAujmSzsOAvjGSzhDsfBi7m1vLWrqH72b5t661A4dlnDx1+7bW/di0Yhcre5Zw9UwfvZIjFrqOnN7OH4BgmymOhRFKCGI5EIsuevLUTZwMnJ9Eu2kjZXOlsoO+p2zr54ffuvfkXjz114oVDR1659tpGFi68muRRH61xA2gavPQikRcypGpSpNP9R9/823s9BEkpAejlEVm6UER7a0sTj3Z2e5vaeiKbx1dnMufAaSSTOQcQ9w5Uv/XoSAftrS03AfHKeILa2npWrlxMLBZD0zS46wcsAnwfXAeSVUl8H55//jkI7g8JyMtzc8kSExCqv/MkdMIAtK2DtnXN+zuOtdDe2vJ5gmxZSFZXU5WsuiRe3jQ4ceIE0pYsXbqEoKQgFbpSn3I5EEQ/gN/e2rIMOnvavjsy8bJj91zaW1u+RnCMxgCZSFQRi8UniZ869Ta2bWFZNr7voxQ4joPn+5TFgPiokswgyPcX21tbmjp2zwWnsSS+JRTOhrvIx+OVaPqllCcl2LaNdFxc18dzfVzXQUqJryaXBdNZoNTKY2IVdL7T3tpyZwg3FIqPAVFN08AP6lTHAcvyMU0Lz3NwHA/pSBzHwTBsHOnOGKAEkQdob21ZSmC60lipHIv6SoEGtg1Fw8G0LGzp4DoSx/FxPA/blhiWhXSuDKAcwgrnu+HzRBnmShfTtMmP2di2hW3bGIaJr3wsW+JKB8d1MIoGru9dMUAJQjJ9fecbtsnoaJ7BoRgRXeBKD8MwUUphS4ktJZ7nUTe/DseWkxae6X8BoajL1OLS3fSV264ZPD/EP/oyXBjJk0gmGS9aGKErTEuyePH1vHTkFYqmSdk6/seV5TNpOkEltPDxXz7XHatKEIvG6T39LldVJ3E8RaIyxrmBD7BNgz1PPLAFOAf0A8OzAQBBcKYIis/6hx87eOJMb5pYNEokEsF1XaSU7A3Eh4ABgstubLYAShAJgjxfy6VSvBRnLsHlNkyYPwBrNgEIxUogpVuvFGc+l1K9ET5/7K/ZfwNS6uUAblkH4N8MzSHflnQlwAAAAABJRU5ErkJggg==) 10 12, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 12, auto;}
}
div.testarea{
animation:rwdcur182236 1s linear infinite forwards;
}
