@keyframes rwdcur142011 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC90lEQVRYheWWPWhTURTHf03y0tCkFGIb0+Kg9SHFQQVb0EURLShY3uAo6qSuHVyqiw6iTn4NdmgpoiDqdLXQwVJKQbqo+E2Vq5Wigq0t/Uhe8/0ckmB8eS95L3YRz3I/zv+e8+fcc+498L+L1+0BVaM93EHTwgcW14KAx6XzS8AnYFrVuLAWBOpcEkgC/sIyJgWNFhgfcBy4DvQB/VKQsbPpKgLANZt5qVwBBoEQcBMYqmTQVQQAVI0tQEYKPtvoDfOeFPZ+fG4JSMHHKpCXwI6S9ddKYLdX4EQ0IFey7nZ1WtU4oGrcUzUif8NC1Qg4wVldwX0gDMSAk7USkIKEE5zVFVwEvgC3anXuRlxXQfeZLiObMAgEPCwtJ8mspvD6FAJBP2QMxvqfl9lUNbYCR4F3wCMpiBV1rqsgm8hXWSKRIxxpJBgFT0ZhTsbQc+kyvKrRC1w17bVIwc+aCAComzfhVxRC9Q0kkjo5Xx3etjmW9FWzc7/ZeUGGgJ6aCGyMbsCbBT2uk/GkWYotE2kNsxKLWyVUh42Zw8WJ63egPqBw5/wIDy6P4vGniLSGGex7zOiNV4QbWszwKRszw8WJ6yTsOdtlRMNRGr0hnk48A2Dn/u3MzM4w/32ZyYGpP2xa5QD8zgHXBA72dhqGL8vqYpqmQL6d+DEfp3F9iHQsw8TA20pV8AYYrlgFqpYfpEBaEZj9Nk/OyOFXFBJxCATzD15Oz5FKpixJS8F74JyVzioJO4ERoOxCAV48nK4aNVWjjXwCSimYqYR1fQVVHPuBJ8Ceku3XwG4p0K3OOC7DQqdzCjhB/re7DQyYup1Bk3OAbYDA5ld0FAFVoxmYs1Gvk4KFAq6sGSkRxao1c/oOjFTQiYLzhio2mq02nSRUCFipAgtKgV4pAnZtmZMIqA4w7YWxx0Z/zO6gEwKW74EVRgqGgb0m3SEpuGt30GkSTgK7bNTjUrDPiR0rcZqEdqEFOFKrc8cECh+HApwGxoEx8v2it1iC/6z8Ag3g4r86XyEVAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxElEQVRYhe2Wz0tUURTHPzrOOKizaIhx1ArD2w9o0S/cujE3RtxUCqJoHbQQIsJa+Q+0sE0RthJaZEQXqXZBglRk4lLrkjWUoKY5No5vxnGmhW/k9Xwz82aYcuN38/hyzrnfL/eee96FXewwPMUWCElb8Cj7l6aJlMNAVQk1I4AB1JfDQGUJNV3AhXwJQnJNSH4Jya1Ci1WUYKAghCRj1dAqd24pO+AG78zvVD7xfwohadwh6TJASM7vtIf/hqJvQcfN1syGkcHvryS6kiC1lsRT5cVf64NUhtcPPha1ZtGDaMPYvGGGkSYYClAbhsqUlwUdI55ed6wRkgPAfeAF8FArUiUbABAtB/F5vdRV12Ak4qSrKvA0LhCNrzmJ+4BvJu0E2oGekg00h/fh2YD4apxU5TrR2AqhhiC/Y6u5hkqbjXdbyV8GhGSv6fIQ8B54qRVpa06138tQ/ysArva3E2oI8uj2CAAX+844GRi18WdWstUwQtLJ5hnZ0aQVs1ly7k5rJhwME/DUMTY6DsDp9uNE5iMszq7wdnBqWxNaemAEGNzWA0ISziEO8AFoypL1eIZI8jtry+uEmmoAGB+bJFBfhzfHiWpFBDjrFMseW7dT0ESjkISyZP7HInNflzBWDeYWV4kaGwCk42mSiWSeZZyRtXyyQF4zMA8wMTxT1j9odgfeFMibKmZRIWkWkitCItwaeJon54lWrBQh3gfMAEPAZyEZyJdvvQWHgWlb/DlwSSsMM+cGcNeM9WrFPZu4D0g46AS0IuZkYGt2aMUn09ARoAOo14oui7iyiAMMCMmwbb2wkwibPeQIVw1lDqiFHOE9WrFsyc045HjsAy0Lt0+yU3liJ2y8xcaP5RIH9/+CiTyxSSvRii9AhZDg5j3oage04ie2GW7isXX7bTWu4PpVrBU9QC+QBpLAda247LZ+F7nwB/V919MadJ5rAAAAAElFTkSuQmCC) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYhe2WTUgVURTHf+9jnk99UoxkpkJKQ7xVLkKKFkFEq4iJWgTVKmjhol3QBxRtwtpFtQiyNtIiw2IIaiMVkdnCIFf54NJC0krR/MjnvPd8My3eZOM0o3OfWQT9YWDu3HPu/z/nnnPujSABTacB2OkMXwuDzzL+fohKkF8ERoAe5/mk6ZxdrYBISPKDwKOA6f3C4Em5AsJGIIgc4EG55DIClkPV3xaQ/xMCDsvOOXmzImIeJ01N06Gmua2msdU0g5MZCpMZ3qtp4sBuj/8FYdDpt/BkhqEwAharQNPZBgz62FQKA9OxaQJ2ARalPjAahiSsgAIQ97E5GfSXvwPuHPAjB2hfK3KvgCD0rKUA918fAe772Nx1D/adbrOLpk0yGWV6JsfCfJ5YXCFZnYAFm2e33obqrj+wGAFh0M3SkhoCNnsPnKJpA2CaFmpdDS07amlurSVGhJy1IMMNePZdGDwkxPmgbWkhoSikKqowc1mseIRYwzjT2flgH52jwBth8MH9XboTNtc3EStCdirL1Pg0X0YniNgWs9/miFpWEHkKuAfc8M5JC6hIKnRdekr3lV6iiTx1m1TunHtM7/VB1KoNvj7C4BtwDDjlnfsl3E6z2UopXFnv/IHzbXa9Wk9NLEXfywEAtu9tZXhsmInRGfo7h6SScEkOaDpdwHHXeI8weOG2KWRthvMfmZ8qUNdYOggH+t5RszGFEthKQgjQdDQ3uYPneKI0NjKBZVskFAVzDpLVSQCsrEU+J38wulvxIfybjiIM5OsrJNxJ+MrPYC3JlwgQBmOUMtWNxnIXdm7QZTunynYu+fdrOramk1nJVqpkNJ31wFVK94EzwmAmwM52cwgjeE3Zuvnqej8BVATYtQMdwOXlyEEiAs62zHo+L96WyoXsFhT5mbimMKhcDTnInwXrgJvANcC/8f/Hv4bvBfvRoy52cBcAAAAASUVORK5CYII=) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2XTUgUYRjHf7q7upgbpGRmHqzeivJgkNolqLDoA+IloqhDUVkRBEFk9HkQOlUQdZPILhV1iOCtg0FQYUhkBp36oJcoKUltZdd0Xdd1toODjOPs7E6ydOkPw8w8/+fjz/s+88wMeISQBIUk6DUuHfI8FBbAZ4spCSzTii85FyAks4FoGjqkFUM2361ANfABeKIVA+ly52cp9KgLt99SfJ0p9B5wAbgLhIVk80wFbHHhNpnFy4DnaXzahKRyJgLaXLin5vlQhhynZiLghgt3yzxvz5Bjl5PRb70REoCVwArghVb0AGhFREiWAZ9s8UssDdgF1LoI6HQyTj4FQuIHvgEVFv6kVly1iSwGDK2I2exrgJcuArZoxRM3AceB6w6Bc7Xil0tiq4hW4KAD9UgrpFOMtQdOpMlbn01xAK1oBHYAfaYpAuxNVxym9sADoMnB5322AkwRD4GH2fpbt6AECNv4dq1YazVsbKpLjcdTBIP5RAdHSY4k8PkDBGcVQDLFs5a3WY93sGyBOS7nAKeBdmCnvTjAeDwFQDxuUFIWYuHqUqpqSvGRx6iR9FIbsD2GWhEBLptHWojFCykIBCguLCI+GsPw5+Gr6CcaG0kfIynQioTdnu0gmkRVeSW+cYhFYkT6o/T2hMlLGfweGibfMNxCPwg5fRj5nTzdUBgMcLt5YjLva26gbH4JrWcfA7DrzAa30OVOK+DYMEKCVs5Ztp2rS5WXlBPyFdPR3gXAqoYauvu6CfcM8urmR09NaB/FtcBrIF9IOoH19ok3FkvRnfjOSGSMsgVFAHR1vCM0r5iA9wWd1gNvLLZ64Lw9oO9HmN6vA8SH4/SGh4nGxwEwYgaJ0WkrnBH2d8GYjU9oRaHnrB5gnQNJ4KeNP5zL4lMEmKgG7pvXx4A7uRaQEwjJbiEZFpIjmXw9DyIhWWp+oruhESgiiy30JEBILjHxVfRZSC66uB4AWoA9mXJ6GhpCMgKTf0VDWhHyEu8Er1twzXJ9ZabF/wpCskhIqv5J8f/IBf4A7APkkJCPYjsAAAAASUVORK5CYII=) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur142011 0.93333333333333s linear infinite forwards;
}
