@keyframes rwdcur220675 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkUlEQVRYhdWWT07CQBSHvxoLyaDFFfEIrF17Ae+gt/IGEK/ABdi6cWOPgDvAVCU0PhczTP8wBUqHUH/JpNDO6/vmvXmvA/9BMhtLK52cAkzM8DVvry623hwXHCgzMFcBxMw5mURiPXrKggx6KruPp9UDBBUA5gck33B9B7/vEJjZwbDS1guA6imSz1f9Z50CAmGoAYzzfe84WHYP5Hd08qVXvk6hE0KnkxlIXByANKmGKvoB8LF60843qbhSOcMsEo0isDcFkO2DA2y9ADjLLBjChBEADzwB9IFlU4CtPlB26pIBWQCRbwCRWDt2OTcrd0L4asvlJlNuPBEg82lXJoxkwmjz7OhIlMswYPfmWgL9m/uVveEzHVVyhTYCbBTm027jSBQ95vK5I7cFiGPTUauWZTaW4PYxbxMBi015Qv0S9dFMGkP4kE3HzzSqlQ4v7TQHUTsSPgFAn5oSB0QIpJ59OXWJu1lVpmLnt+AIpTiaFbpRKafFCWWj8cKz13NkXdnTNGeIggukFRBnVysg2qE/2yPQpgm9PwEAAAAASUVORK5CYII=) 3 3, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhdWWT07CQBTGf0MEkqLgingE1q69gHfQW3mDEq/QC7CFhaseAXb8sSqR5LnotLTlAW0ZAn7JS9PXmfm+vn8ZuAbIdCh115TZ+68g1rYO/Q931jkTIGF6uACeNexTCmvOApEwto6XEvU73tbvkrwB+wtpNYbVBIDZauyKMg+j+LyOR5QQ/m4AgWYTjAEzKHVGaTQ0Z/QF0XdM3mpCq7X9JmHesOmo24459TIdinl4MUAfmK0/YnKRWNCtl9k40M84SYBFLgUQk989ltpbGVoKos+Jzbe15M8DfAL8ZF1XO7BqKtQaSKAUXCoEWGgibAprCxAJY2KN/JnXUiJOQXHIFAdPF5D5qC0BvgT4ybfaIooRMBwuriXQu39ap45TI6FOwsy7sakwGf8S6GXTMR+1a4s4pZW6wCLTFUmN9KzIUjjYBXCwrXYiUScdLoaJk0i4ECEBvvyMupW6w8k4zYioHAmXAiC+NUWKiCawccyl4gZ9WO1NxdEuqIgNyrAi7gxP3XFGpNF45+2sl9hjSG/TXCAKmpCrEHFxXIWI68AfXRXN0XXKDYEAAAAASUVORK5CYII=) 3 3, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 3 3, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 3 3, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 3 3, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 3 3, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 3 3, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhc2WTW7CMBCFv6ASpISGrlCPwJp1D9Deob1VbxDUK+QCbMuCTTkC3fHTqEVCnS4S5w8H4iQUnmTFODOe5zeeIWAAWU7ExL4KOsc2zq6r+TlIVMZ/BJd4tGV3Ep2DnRe5AE48iJ8CSGyT92tRHZFFNFwnITJ0nXSdlk4PYJUQiCcQfsPtGH4/wIqtrVGprzGSFGQkdPvjKDiA3YXdPMN4lBKlBSV0p3CAcDuLgtvdOJqkCuQ2yKghy4lY989GypQZD4HP3RxsO01F38k4pko0SoVWAdch3L6nC+oeVPA1xkEZAuHXLJJbDXXyAJ8AX9l5atKkBDvHnDMyJ3hcWorEWpEwzXsuRuG3yCIfWJWkWssowBMvAANgU5dAEcXSKjYeD5DVtCcBvgT46p1HTRTvgMXxy7UBBncPu2ShmI6mBIqwinWuSMTyA7Ca9mqTaFJKHrBueie0ClQsqwMl6qTjpAIV2msrSjSFB0iALz9Tz6g6kpPV+SPRkDBWopV+noEDhBoSXWDfciwtbtA3q9JUnOoDptijaVZEleFoPc6IRI03Xlv9jjRF8jXNBVTQEbkKEhfHVZC4DvwBbBzSRfzT3MMAAAAASUVORK5CYII=) 3 3, auto;}
}
div.testarea{
animation:rwdcur220675 1.7333333333333s linear infinite forwards;
}