@keyframes rwdcur190344 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYhe1Wa0xbZRh+Tuk6thBsWrpeBDoopbjaBnoBHEumbBpEQafREGNmFofTxEUz75cfXhZM3DRRs4ibUZxGpgKDRZeom7tYcFAHyMaUypiDirNla7l0DOg5r39sbespnALGP3uSk5PvfM/3vs/7fe/7fgf4n5GUIF9zrUKxKWV5sn3i8uQggImFCmCEEpPF4sJis6m9ekMFAGD3/gNwdPdYWY7rXKgIQbilyE4XDx0kcjqInA7yfvsl3bq6mHioN5baLLRSraK1lnxiGKZ8NrsioQJYjoPsmtTwOE0qxdT0dBQnSSSqtBhyj7zx+Facbf4cu57ehuLrV32VIpFsXLCAJJEIvrGx8PiifxRLJZIoTt5KbUvTjhrkG/QQiUQw6rKxf8drUK1QfBTPrliogKMnO0vueuqF1ofvvhNEhNqmZrSfOl0UQUkDAK1aFbVOKZchTSpFv/t3FYAL8xYwHWTbjnZ2ZQwMD1dxHHFuj2cfgOEIykhgchIzwSCWiP8xy3EcvD4fAIzw2Y0tw5z1hbZday35DUGW9Xp8vpMAIhNtbHQi0DYWCPwAYDzWmFIuyxm68Kd5faENDMOAiPDq+3Xod7u/8Vzy7Z0zyvvKbv6jr+FTYtuPU+1zT5JBmxk3ef4GMQwTKVBi1uuOmHN0tKminKx5BrJeZ+gCsHxO5wDED22oDJdZ8MQx2nhb2dRcAhC9QyHkAygFkD6X08gqCLIsh+mZGQBA++kz6Ds/uFOIch50A/gOgBuALIlhXiww6Hu1KmUjgNsjiVGdMEujtq2z29pZjhVdGhvvaDn2/U0ALs/iKBR9vI5qU8vlzvKSG1Bqt2DEP4raxmawHNfmGhwqmU9kJPABAEluZgbVb38pfKzkdNCk4zCVmE2ULBZvm015fAVOB9+Zh8HY14RslhYZVx0+Ubf7X5zWn3rw6OtvotvVzwjuhPNArlGXxTthzM6C6/wQgARa8Tzg6j17jneid+AccrUZ/7kAh298HPu+PhT18crUFJ55+138MvDbEwBPDqQuS0436fWVrT2nPgBwJXY+gRwAAJsmTe4sW12MdXYrvD4/3mtqiV8FipSU7O2PVJOrsZ6efeD+eI6isjo0jnjHQsowzPMFBn1vplL5BWL6QNRlZDEZqzffUQGlXIYsjRoApAD8MTsQihTkdITHoTcP/ERU09X3aw3fZNQRLFsilm6tutdnytGh48zP3e981lDAuwUxkYbExGy/IMRboEH0VcsrIOQ4QkjCAuJVQVznkY5mc/5Y1T1rEhWzmBAdfGtnwJpnSJ2bmiBe2bK5/uUtD3686IaFIH2FIrvrkw+po24PpSwV2xbDpuB/QgBwe7wDB4479hIoODEV/HExBFzFVfwFz+uyFTBrDHoAAAAASUVORK5CYII=) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhe1WbUxbVRh+Li2M0I0vKS2lKx/i6IoVN1pWHHHKHG4JG27OqXPZTMDM6B9ixho2nYFhJOofTYyZi5si+sePqGSQYBan6aTQrcNRaAejMlwZQi2lhUG/7vEH3NpCW24Zf0z2JDf33Pe87/M+5z0n77nAffzfUCTN527bvClmtfi40QaoD7901kf73L/qrx1dLRFRQZaTzS2S5kcUvrVQLlYfOfTJdmVRXrT8Ugo4npGa+iWAagCJUcQmMIOPjtVcJDoNOXOytmu5IA4zSFvLO8FL4H1fVVmxY9dW1SPreAl7pu/O1jlmZtoBWFgI8DCD3EyRe87l2qk3DTZpe/uuslH/RCY/jYy0fkeITuN/vmk6TbIzhATAWjYkK0EMABRuyPu44Wg11gsFQZP7tz+JgtwcAKgIE08oiiL3LGDO5ZIpZNKQDgqZFFwORxmOgJCQ+UVRCUhNTLSZLaMhHcyWUXh9PiNbwgWEJgsnoMvQX9v42RdwezxBk4abZrRf1gJAW5QCWINiBvlZks74uDjV8cMHsV4gQJehD+81f41Jp/OI1+drXnBju9/UYkNmOr/YNjk5MOvx2sM6UhR1aNOGh05yORzpPw5H29BtSx2A64E+RKeJKIJSli5J/vpz+3R7Hi9V9AwM4nzrhRLT8IiWmQvqaISQFv2NgZaIa1sBJEKBolxVjDLFZvSZ/6w3DY88HVLAApIBSACYALhXQ8DI2N9XOrTdip6BQXT3Gd8KnAssV7JCJr0853LJckQiGIbM8Hi9b98en2gIDFjJFgDzZ8AyPjEAIOgM+CtQXLDx6gvlT+XWvHgAFEXBOXMXz584VT9pnxqZcbs/Z7nYsLCMT3SHsjP3uoimaX9yAFjHS8CZulrI8nLPBwZQylKE+l5sZwtGQHZ+lsSfnIFYkI5x22SQjeg0QQmZb+a9UgH9un7TkkakN93Ag+LMIBuzx4EJA6oQuIL4aATYATRXnX4XU9PTAOa74Mv17+CXK/qScMGLqwAAMRQlqaqs8L22f+9sdWUFESQny9gIAYAYUVramxuzs0h2hpCUyAsIBSzeWLFEKDgmTue/4fytI+jqZhz2lW27Nt7RSohOQxyXOsjBnTv+ipQ0sA/Qo1Zr46jV2ggAw3fGghzjuVxVSaG889VnnwEhwO4aNbS9vVvmPN6g053E4z3KT0kBMH+Q18TGitlWICLKtyiJ7WKbf8XWny+QXY+plvSEEvnD77c0nCKezkvkxw+aSJmy6KtIvKz/in00jZTE/34RH0hOgsu9tFF29hrUdqfT2P679sM/Bm+qDUPmT1dFAJfDgW3KgdSkeRFWux1r4uJCudLG4VvnjMO3zrHhDdk2QyE+llusksu7Xtm7G4QAZ3/4CZqe60U+mtaz5bgnAQsQZvL5B2jio+9Ybd8CGFs24j6Wwb/1wqT5K3KggQAAAABJRU5ErkJggg==) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur190344 1.8666666666667s linear infinite forwards;
}
