@keyframes rwdcur107536 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhe2WT0xUVxTGf6PUJjzoOCMIg1WmA442jDaxtjf9Y7oQ24Zq/8RGJ5FoMVGIEhNLFy1Dx9e0pgtMmphm/IOkLLq4iybGhMQuGkXqotOFlonBKEgimkACSiSOCKMcF+8xYxVlGBKaJny7e++75/vuOd8970IGUJp6pfkQkEz2zxhKk52/AbEFzEjEvEw2dUWIf7J2O0YZSAQmRCg9SwJut0PeP4W8Ugn37AhKsxA4qfT0Yjomm1SaHMAfDXJBabKBxcAg4Ov6mY49oyH0OwcZT0CuH5pz4L1GCJgsiga5rTRZwHg0yPhUAp6lthB4006pF3gXcA+co6O2P0yT6yBdfhi7Ba8PbmPznxCrg8Hz3LL3rwFWTiMRz4fSrFSa04AYZcjZX5CrTZYBTUzZ/v0WKd2P4E16IU9pSu3sPReTluBJeDYhi8thoA1ecEFWNvSfgXintW6sgry1cO86eDZC7EtQml1AdzRI23RPi9JcVpo1tqFEIkhxFeLdlTq1iSl4kYcRax2Q/HLEV40cePmAsAzJ5FZMiNjt2YQYPmTgGFL0mUUKyNiRlAhfDXL1hDX+9rUGKahAupuQgg+QcGlY3Oum7hPPKoHY95ucw/DVWBhHzzxMTMYj0LkAAj+A8yWYnws1Wd8wWnifX4d+4rcgJBxQ1Q7rl1SytLmEQ67vCITxRIP0pyMgqdj9Nrz6NfQ0Q98pWF4HiWF4MAw3W4E45JdD7gp4cRFcboEiBQucMNILxnLoabGDuYCbT/NNdg0dACYme+MNDF2Evz+yOt5wJ1TGQnzRE8Lph6LPYeAPuBKA9iVAL3y8bCfbLoVI3IFrZSCNYCydnHwqCCC1e2qkeEfKaBNeGDqKlNSmxhProbfqJX890nscwT3zfwWPkzpXI55Pka6mFGHd1v1S+eNmcStr7KtGRo9YBk4neLppEQBvNTjLoGOfNemthpEbsDAA/b/DnRhgAPH0Y2elKcABMPQXglj+AGg8b3J3r/1BzGpCfa3Tr3XacL6B3D36by883heYpQdKsv6GD1l1CDHds0f+lAgTU4zSzMkzepAk4YXR90eId88oSsYQ3EhBxX/0ME2KmMMTUHouK3OYw/8MjwDNvFn2JzL7sQAAAABJRU5ErkJggg==) 15 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhe2WW2wUdRTGf4ttITuFSVa39GYXlxqa1ZZQa8cgMSYaor6YJlzWC4i2ElokpbHUSovMAzUmYtQHF6JJI1F0ws1IEBIffMAEsiUm3l4kMWkspl28IJeiVNzPhxm6C2zr7jZBTfolk5lz5n/OfOc7Z/4zkAcshwLLIWBEUD7x6ZiRZ1zxjx/zi78CjNoUCcshYDm55cyLQLyZM0+depGZQUisBxgn0QLcmUuugkxOy6EEuBiPcsFy8ANz4lFGLIcioCjxGYyUDMFJODoLIjbMrqEU2AcM5kJgIgXCQKV3XQ88bjncB/TFo5x/8qseDh5/n1llsPUmOFIBg/0MAxviUZK5EMgIb8jS7cWWwydGGG2p61XtK+j7dxBBZGOr8QMUew8Fllw1D6WekpMiYwviUS5f47oIBIprYO/CbWwtg5//An5yb957pJ2Xx97Efyvc7tAHbAFKgCRwOqfqPfa9lsM9aS7NfQTdsQ0BMhZ45xpXBdwhVNUTKPQMMiIoXcHJcN0MeIGngTHLoTL4AErGIHEYTu1312z6zsbGxl8BQ32gWCrbWAKeC2/iW3sKe4TlUIThVvV5PypfjnoWbxagcztRuBV1ruiQEUHnd7rrbMOW2YicXSj4IOp6tFPm3ePqMNH+kNEZj3JJr8LI29B2Bp498RKFx4oIWDBYCB81wPY9r0MSZq+D7oe7GG79gbMDsGIUBlbCgfnbWRt6Hhsbj8SabAUY72n5MtTwLqre6NpmHapajTCQUY2C93vXC9DcpV7cPETAO8o8n5FS4lpkegt8gGxs2Ae7QzZHI1AWA18bdHxtA/DWbTYzbwFuhgvtXuCn0NrUgn+kmNc+fINkzE1WeggSh/Flq8BVSnQvfUFGLVLMnfi29rUKNafsrqZOVXegP3YgsxG1t6yXWe/eN8ITV55e7T8ScWfepnIlFBTDyQYoFMwbgGWXNjJafo49J/r59QsIr4Eva2HOuqzzZwUBqnwM1fSmzchyZN6VZjdN3u9MyPZr6AN8Mwph6ABcUeTsN/Bbc2of0GVg1F2bfW054EpvcdsicxHauytlk0PlU4FLwnsVQ0+jniWbZdbfmIePk/hzB6pahbof6ppS5Rm/hlkFCn4fBl/ef3VTh8w6ZC68sdJfR+LffPh/E5Yzrco0pvE/w9+DOVsXn9bvLAAAAABJRU5ErkJggg==) 15 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur107536 2.6666666666667s linear infinite forwards;
}
