@keyframes rwdcur184032 {
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4.5592705167173%,9.0185410334347% {cursor:url(data:image/png;base64,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) 2 14, auto;}
9.1185410334347%,13.577811550152% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRYhb2Xa2wUVRiGn92dnd3ZlsJeWui2FEpKbdkSsNIol4YYECMSgloBSWyqEsVqEWNIBBRCwJBQ+UGIxlusGkCjKIIYhFJJAxaRS6G0UEm5NaUX2i3by87eZ/3RWgpZulNSepKTzJx5873PfOecL+fA3S3MMDdtf/PaI45hh9DcYw5Axtya/t8eOsBd5oOE0AKFQCrQCpwGKgB5sCDh2iOOvs79p8EGiP3eF/Vq+/dPBmOsjS7payVZ6VJTvEU4D2QAC4EPI+iOPQyAua++aC3YvX28UJBnzeg12QdkR9BO6fdsGSqAbEe6RMkeJ9/scZKbE2vb+n4SZw9kcvi7iUjGnjBWs4Bk1OYBS+NitZW5ObFNlpG6a8Dc+wVWuwuy7Qn68pwpMbGNLX7yn7cya1osJklLR1eIv8500+1W+PqnNgpesHLoWCdLnrUwZ+YIbjYHWFJ0tcHVGRoHKA+agauyV/E3twY4VSUTbxEwSVpanUG2l9xi845m/IEw64sSOX1BZtUro6m74UPQaRiXJPLM7JHJwIRIgdUAiEBxIBi2nKpyk2IXaXeFaGkLsPewi1372nG6gmza0cSJSjcrCxKY/IhEc2uAVmcQJRymWw4B+CMFF1QAFBtElsdIWtyyQn2jn8L19czLjcMg3l0mvvi+jUlpRlLsIrk5sVys8+D2KPxW1nEAqH8QgBnA2wV5NqZOMuHqDLG/1MXrL9nQaDRUX/bw54ku3PKdqe1y9zwnWAWWrbrmVRR+Ad66n0E0gFmFL8dri/IT0PZO1nPzRqHp/fHp2TFkZ5lYW3yT6w1+9AJkphkBCCmgKHwGvDuQQbQ1MCLbYSIQDHPlho+yii7KKrpoaQug9NbKx7JMfLwmmcQEPetX2nFMlADo6AwBXIoSP2oGrpQe7+TTna2MMT/K4qefomjLVhS8LF1gIW++mQljRSZnSKwtHIM/EO7LVO8mbowGEC0DO8OBadXrXtvIyQvV+AIBJMmIW1ZINC9i98/pbNzeRFWthxS7SEPTnYU+2iag1Q6cfoiegWD56TNbutzudbddHfYm17ejbjnbAdj8+Vd9ol9LXdjMAhveSewbS002YI7TZTldoQENotaBFmf77oPHKxw6gVpHuhhRI3t6tue2L1s4f8mDosD1mz665VDUKVBTBwCMc2bGZQSDAx+WLtZ5yX/vOpJRE7zdEToHrB4SgLF2sXD24yNG/XvVG1Xr9Sl4fVQDOWpiqynFaXqdZk1ljUxj43Q1MQH+ViuMBmCMtwp7P1ptt52tkYmLiVEbt2yoAMZMzTRNmpop4fEq7DpwMKIoaXTCvUMVQwVQX1kjVzc0B5g43sibS/IAiLeY0Qt3lk/Jpg3kL1yAoWeTXEZFAVILoLTdDm77/WiHsmKZjR/+OATAisV5fPDGcgBEvZ79R8upqjvKhLFGgB/VmoO6E5FgNFBeUpw6wxyn40Slm5rLPm45dRhEH+mpBkKhMCfPyd7Ki/JWYBMQHEoAgPTxyWLp/CdHpoxLEom3CASDEA6H+ee8zK59bce9PoqAc4P5+/9N1F5MTMATQBqQ1PvupeeEfIQI5z21ANwLMZxXs/4t2q1oeCCG2/A/qC3UDQw4zmMAAAAASUVORK5CYII=) 2 14, auto;}
13.677811550152%,18.137082066869% {cursor:url(data:image/png;base64,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) 2 14, auto;}
18.237082066869%,22.696352583587% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRYhb2Xa2wUVRiGn92dnd3ZlsJeWui2FEpKbdkSsNIol4YYECMSgloBSWyqEsVqEWNIBBRCwJBQ+UGIxlusGkCjKIIYhFJJAxaRS6G0UEm5NaUX2i3by87eZ/3RWgpZulNSepKTzJx5873PfOecL+fA3S3MMDdtf/PaI45hh9DcYw5Axtya/t8eOsBd5oOE0AKFQCrQCpwGKgB5sCDh2iOOvs79p8EGiP3eF/Vq+/dPBmOsjS7payVZ6VJTvEU4D2QAC4EPI+iOPQyAua++aC3YvX28UJBnzeg12QdkR9BO6fdsGSqAbEe6RMkeJ9/scZKbE2vb+n4SZw9kcvi7iUjGnjBWs4Bk1OYBS+NitZW5ObFNlpG6a8Dc+wVWuwuy7Qn68pwpMbGNLX7yn7cya1osJklLR1eIv8500+1W+PqnNgpesHLoWCdLnrUwZ+YIbjYHWFJ0tcHVGRoHKA+agauyV/E3twY4VSUTbxEwSVpanUG2l9xi845m/IEw64sSOX1BZtUro6m74UPQaRiXJPLM7JHJwIRIgdUAiEBxIBi2nKpyk2IXaXeFaGkLsPewi1372nG6gmza0cSJSjcrCxKY/IhEc2uAVmcQJRymWw4B+CMFF1QAFBtElsdIWtyyQn2jn8L19czLjcMg3l0mvvi+jUlpRlLsIrk5sVys8+D2KPxW1nEAqH8QgBnA2wV5NqZOMuHqDLG/1MXrL9nQaDRUX/bw54ku3PKdqe1y9zwnWAWWrbrmVRR+Ad66n0E0gFmFL8dri/IT0PZO1nPzRqHp/fHp2TFkZ5lYW3yT6w1+9AJkphkBCCmgKHwGvDuQQbQ1MCLbYSIQDHPlho+yii7KKrpoaQug9NbKx7JMfLwmmcQEPetX2nFMlADo6AwBXIoSP2oGrpQe7+TTna2MMT/K4qefomjLVhS8LF1gIW++mQljRSZnSKwtHIM/EO7LVO8mbowGEC0DO8OBadXrXtvIyQvV+AIBJMmIW1ZINC9i98/pbNzeRFWthxS7SEPTnYU+2iag1Q6cfoiegWD56TNbutzudbddHfYm17ejbjnbAdj8+Vd9ol9LXdjMAhveSewbS002YI7TZTldoQENotaBFmf77oPHKxw6gVpHuhhRI3t6tue2L1s4f8mDosD1mz665VDUKVBTBwCMc2bGZQSDAx+WLtZ5yX/vOpJRE7zdEToHrB4SgLF2sXD24yNG/XvVG1Xr9Sl4fVQDOWpiqynFaXqdZk1ljUxj43Q1MQH+ViuMBmCMtwp7P1ptt52tkYmLiVEbt2yoAMZMzTRNmpop4fEq7DpwMKIoaXTCvUMVQwVQX1kjVzc0B5g43sibS/IAiLeY0Qt3lk/Jpg3kL1yAoWeTXEZFAVILoLTdDm77/WiHsmKZjR/+OATAisV5fPDGcgBEvZ79R8upqjvKhLFGgB/VmoO6E5FgNFBeUpw6wxyn40Slm5rLPm45dRhEH+mpBkKhMCfPyd7Ki/JWYBMQHEoAgPTxyWLp/CdHpoxLEom3CASDEA6H+ee8zK59bce9PoqAc4P5+/9N1F5MTMATQBqQ1PvupeeEfIQI5z21ANwLMZxXs/4t2q1oeCCG2/A/qC3UDQw4zmMAAAAASUVORK5CYII=) 2 14, auto;}
22.796352583587%,27.255623100304% {cursor:url(data:image/png;base64,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) 2 14, auto;}
27.355623100304%,31.814893617021% {cursor:url(data:image/png;base64,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) 2 14, auto;}
31.914893617021%,36.374164133739% {cursor:url(data:image/png;base64,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) 2 14, auto;}
36.474164133739%,40.933434650456% {cursor:url(data:image/png;base64,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) 2 14, auto;}
41.033434650456%,45.492705167173% {cursor:url(data:image/png;base64,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) 2 14, auto;}
45.592705167173%,50.051975683891% {cursor:url(data:image/png;base64,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) 2 14, auto;}
50.151975683891%,54.611246200608% {cursor:url(data:image/png;base64,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) 2 14, auto;}
54.711246200608%,59.170516717325% {cursor:url(data:image/png;base64,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) 2 14, auto;}
59.270516717325%,63.729787234043% {cursor:url(data:image/png;base64,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) 2 14, auto;}
63.829787234043%,68.28905775076% {cursor:url(data:image/png;base64,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) 2 14, auto;}
68.38905775076%,72.848328267477% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRYhb2Xa2wUVRiGn92dnd3ZlsJeWui2FEpKbdkSsNIol4YYECMSgloBSWyqEsVqEWNIBBRCwJBQ+UGIxlusGkCjKIIYhFJJAxaRS6G0UEm5NaUX2i3by87eZ/3RWgpZulNSepKTzJx5873PfOecL+fA3S3MMDdtf/PaI45hh9DcYw5Axtya/t8eOsBd5oOE0AKFQCrQCpwGKgB5sCDh2iOOvs79p8EGiP3eF/Vq+/dPBmOsjS7payVZ6VJTvEU4D2QAC4EPI+iOPQyAua++aC3YvX28UJBnzeg12QdkR9BO6fdsGSqAbEe6RMkeJ9/scZKbE2vb+n4SZw9kcvi7iUjGnjBWs4Bk1OYBS+NitZW5ObFNlpG6a8Dc+wVWuwuy7Qn68pwpMbGNLX7yn7cya1osJklLR1eIv8500+1W+PqnNgpesHLoWCdLnrUwZ+YIbjYHWFJ0tcHVGRoHKA+agauyV/E3twY4VSUTbxEwSVpanUG2l9xi845m/IEw64sSOX1BZtUro6m74UPQaRiXJPLM7JHJwIRIgdUAiEBxIBi2nKpyk2IXaXeFaGkLsPewi1372nG6gmza0cSJSjcrCxKY/IhEc2uAVmcQJRymWw4B+CMFF1QAFBtElsdIWtyyQn2jn8L19czLjcMg3l0mvvi+jUlpRlLsIrk5sVys8+D2KPxW1nEAqH8QgBnA2wV5NqZOMuHqDLG/1MXrL9nQaDRUX/bw54ku3PKdqe1y9zwnWAWWrbrmVRR+Ad66n0E0gFmFL8dri/IT0PZO1nPzRqHp/fHp2TFkZ5lYW3yT6w1+9AJkphkBCCmgKHwGvDuQQbQ1MCLbYSIQDHPlho+yii7KKrpoaQug9NbKx7JMfLwmmcQEPetX2nFMlADo6AwBXIoSP2oGrpQe7+TTna2MMT/K4qefomjLVhS8LF1gIW++mQljRSZnSKwtHIM/EO7LVO8mbowGEC0DO8OBadXrXtvIyQvV+AIBJMmIW1ZINC9i98/pbNzeRFWthxS7SEPTnYU+2iag1Q6cfoiegWD56TNbutzudbddHfYm17ejbjnbAdj8+Vd9ol9LXdjMAhveSewbS002YI7TZTldoQENotaBFmf77oPHKxw6gVpHuhhRI3t6tue2L1s4f8mDosD1mz665VDUKVBTBwCMc2bGZQSDAx+WLtZ5yX/vOpJRE7zdEToHrB4SgLF2sXD24yNG/XvVG1Xr9Sl4fVQDOWpiqynFaXqdZk1ljUxj43Q1MQH+ViuMBmCMtwp7P1ptt52tkYmLiVEbt2yoAMZMzTRNmpop4fEq7DpwMKIoaXTCvUMVQwVQX1kjVzc0B5g43sibS/IAiLeY0Qt3lk/Jpg3kL1yAoWeTXEZFAVILoLTdDm77/WiHsmKZjR/+OATAisV5fPDGcgBEvZ79R8upqjvKhLFGgB/VmoO6E5FgNFBeUpw6wxyn40Slm5rLPm45dRhEH+mpBkKhMCfPyd7Ki/JWYBMQHEoAgPTxyWLp/CdHpoxLEom3CASDEA6H+ee8zK59bce9PoqAc4P5+/9N1F5MTMATQBqQ1PvupeeEfIQI5z21ANwLMZxXs/4t2q1oeCCG2/A/qC3UDQw4zmMAAAAASUVORK5CYII=) 2 14, auto;}
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77.507598784195%,81.966869300912% {cursor:url(data:image/png;base64,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) 2 14, auto;}
82.066869300912%,86.526139817629% {cursor:url(data:image/png;base64,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) 2 14, auto;}
86.626139817629%,91.085410334347% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRYhb2Xa2wUVRiGn92dnd3ZlsJeWui2FEpKbdkSsNIol4YYECMSgloBSWyqEsVqEWNIBBRCwJBQ+UGIxlusGkCjKIIYhFJJAxaRS6G0UEm5NaUX2i3by87eZ/3RWgpZulNSepKTzJx5873PfOecL+fA3S3MMDdtf/PaI45hh9DcYw5Axtya/t8eOsBd5oOE0AKFQCrQCpwGKgB5sCDh2iOOvs79p8EGiP3eF/Vq+/dPBmOsjS7payVZ6VJTvEU4D2QAC4EPI+iOPQyAua++aC3YvX28UJBnzeg12QdkR9BO6fdsGSqAbEe6RMkeJ9/scZKbE2vb+n4SZw9kcvi7iUjGnjBWs4Bk1OYBS+NitZW5ObFNlpG6a8Dc+wVWuwuy7Qn68pwpMbGNLX7yn7cya1osJklLR1eIv8500+1W+PqnNgpesHLoWCdLnrUwZ+YIbjYHWFJ0tcHVGRoHKA+agauyV/E3twY4VSUTbxEwSVpanUG2l9xi845m/IEw64sSOX1BZtUro6m74UPQaRiXJPLM7JHJwIRIgdUAiEBxIBi2nKpyk2IXaXeFaGkLsPewi1372nG6gmza0cSJSjcrCxKY/IhEc2uAVmcQJRymWw4B+CMFF1QAFBtElsdIWtyyQn2jn8L19czLjcMg3l0mvvi+jUlpRlLsIrk5sVys8+D2KPxW1nEAqH8QgBnA2wV5NqZOMuHqDLG/1MXrL9nQaDRUX/bw54ku3PKdqe1y9zwnWAWWrbrmVRR+Ad66n0E0gFmFL8dri/IT0PZO1nPzRqHp/fHp2TFkZ5lYW3yT6w1+9AJkphkBCCmgKHwGvDuQQbQ1MCLbYSIQDHPlho+yii7KKrpoaQug9NbKx7JMfLwmmcQEPetX2nFMlADo6AwBXIoSP2oGrpQe7+TTna2MMT/K4qefomjLVhS8LF1gIW++mQljRSZnSKwtHIM/EO7LVO8mbowGEC0DO8OBadXrXtvIyQvV+AIBJMmIW1ZINC9i98/pbNzeRFWthxS7SEPTnYU+2iag1Q6cfoiegWD56TNbutzudbddHfYm17ejbjnbAdj8+Vd9ol9LXdjMAhveSewbS002YI7TZTldoQENotaBFmf77oPHKxw6gVpHuhhRI3t6tue2L1s4f8mDosD1mz665VDUKVBTBwCMc2bGZQSDAx+WLtZ5yX/vOpJRE7zdEToHrB4SgLF2sXD24yNG/XvVG1Xr9Sl4fVQDOWpiqynFaXqdZk1ljUxj43Q1MQH+ViuMBmCMtwp7P1ptt52tkYmLiVEbt2yoAMZMzTRNmpop4fEq7DpwMKIoaXTCvUMVQwVQX1kjVzc0B5g43sibS/IAiLeY0Qt3lk/Jpg3kL1yAoWeTXEZFAVILoLTdDm77/WiHsmKZjR/+OATAisV5fPDGcgBEvZ79R8upqjvKhLFGgB/VmoO6E5FgNFBeUpw6wxyn40Slm5rLPm45dRhEH+mpBkKhMCfPyd7Ki/JWYBMQHEoAgPTxyWLp/CdHpoxLEom3CASDEA6H+ee8zK59bce9PoqAc4P5+/9N1F5MTMATQBqQ1PvupeeEfIQI5z21ANwLMZxXs/4t2q1oeCCG2/A/qC3UDQw4zmMAAAAASUVORK5CYII=) 2 14, auto;}
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95.744680851064%,97.16443768997% {cursor:url(data:image/png;base64,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) 2 14, auto;}
97.26443768997%,97.924316109422% {cursor:url(data:image/png;base64,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) 2 14, auto;}
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98.784194528875%,98.988145896657% {cursor:url(data:image/png;base64,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) 2 14, auto;}
99.088145896657%,99.292097264438% {cursor:url(data:image/png;base64,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) 2 14, auto;}
99.392097264438%,99.596048632219% {cursor:url(data:image/png;base64,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) 2 14, auto;}
99.696048632219%,99.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
}
div.testarea{
animation:rwdcur184032 10.966666666667s linear infinite forwards;
}
