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85.470085470085%,87.934188034188% {cursor:url(data:image/png;base64,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) 6 21, auto;}
88.034188034188%,90.07094017094% {cursor:url(data:image/png;base64,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) 6 21, auto;}
90.17094017094%,91.780341880342% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJElEQVRYhe2XSWwcRRSG/1fd0z3u8XjsGS9ZvCU4jkMCImQhIgHBZCMnIkQEFw5cuSCB4II4ICS4c+GCBAdOcOOShCxAQAhCIIuSCDt28BLb48n0rJ6Z7uquehwcIwPGiR0SLvxSH1r1V73vve5+VU1Yho4cgWjxOn3TEOa3l/IIQoYvGcx8YaDHWVWcVauyBQnNf57Hmk8DfIqITo7O1M8uHKPlABzYltxnGMaJppgByyRM5nyMZjwYBuHwnnYAQNVTyJUk3HIAtxSgOBv+GUapQ2M3/WPz9+ZyAEKNvUIwEjET69c46FnVgIGeELO1EDLUCNVc6q0JC60JC9QNmIKQLUqUqyEmcz6mK7UzC9c0lgPQ1my95wW8trXZgmkQ/GAuqBUR0BoYHK/i/FAFpWoIGWhYEYG4YyKViKC/M4ZkPIKRCflCImYmStXwzB1VYPvGeD8RfRgxjLOxqNhZrinYEUKpGsKxBRxb4OJIBQ22AbckRwPFvZm8RCYvcWW0iliDgbUpG90dUeRKwSwR9RE4Nb/+bQGIKS2ESCebzPSmnkbIQCNQDK0ZMmCESmMi64GZ84MTtXXdHXYvGPsExF4G0tW6ah+6UcPQjRq00ge1QRKai3cMAIG9ABB3TOgFr3e5GqJQCRF3DAx0x5AtyuG+oNY6nPFHAXx060J3q/MoDJ0GsHv8pvf93xK8XfydAwmXiJKb1zUiagn8PFhGxCQkHPO00rylPWm1NzaYGByfxWTOBzO/PDhR++S2id3SkhXYMRDfRURJ2xKIWgJ+oDFTkGDm8LuZ+n4A+tnd7a6UnDQNgiAgUHz1ToMDgFhylCkNAE3O3MfilgIAAAEnAehDO1LbZcBJP9B4emsKR55aBUF4t7/TefPfAaC5598Sj8AQgFuWAAANPgUAR39yzyml9jdY4li5GmKmIEFCHCCB/XcN0NcHS5BIA0CqKYKoZSBfvtXVlDg97/vy5/xJtyKL569VUKmF2NzbiGTcmu3rstffFUCziKcBoKXRRNwxUfMVqp4Ca86O52q/LPQS0xQzDztRAx1JG0rxYZPMkQ2d0SdXDGCQ0Q8A7S0WYlEDQaDRloigOW6e/qv32Lnc69DyYMaVcEsSLXETlkmab3g/rBjgx8HiB5pVqlgNLv82XUe2IKeEINiWOLGYnynyeKgYdkTg6a0pPPVIUhhdzjf9nQ2vrAgAAAphZXYmH2y5MFzByIS/GVAbSrr02WLe4+fcT0OlHiPC2UIlwHTeBxHtAol1S8VYcjPqjMA2bWschIvnR0pHJ3My77qQ/+S/Pl2fXN1ivZEtBqlkUwTJpgg8T11tsI2JfCXILDZnWeeB22nbNjitovUdg3Cgd43zMDPj6wt5MAOhrLYNZ5C7pwDzemZn2/OmwOdxx0SlHmLK9S7/MlR5aDHv0o1ohWLorUoDzXETex5qwYM9jVs2djlXBjqjL94XgONn3beCQG2qe2r0ZnHubEBEDy7mXdaJaDla12VqzxPv3ywGeGBtA5JNEeSKcjzZaHi5cjg277snFQCAULPQzG/bFl0iIggiBJpeYyE+Xui7ZxUYm5a1kanamd6OaFepqp5wogaaYyZkqL+azPl/9JJ7VoF5MaibGVidtLFzUzNSTdZzG7ucsf41dvq+ABz/KfeS0mHXTMEPM3kf064PIupmzVPAMv8LVipBoj9bCMyJrAdPajD4+rWM/BW4DxUAgDrEVa351bqnvmDmWTD/bUe9r1rfgfb/FOB/LdTvQJdV8v/izX0AAAAASUVORK5CYII=) 6 21, auto;}
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93.589743589744%,94.771794871795% {cursor:url(data:image/png;base64,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) 6 21, auto;}
94.871794871795%,95.626495726496% {cursor:url(data:image/png;base64,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) 6 21, auto;}
95.726495726496%,96.481196581197% {cursor:url(data:image/png;base64,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) 6 21, auto;}
96.581196581197%,97.335897435897% {cursor:url(data:image/png;base64,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) 6 21, auto;}
97.435897435897%,98.190598290598% {cursor:url(data:image/png;base64,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) 6 21, auto;}
98.290598290598%,99.045299145299% {cursor:url(data:image/png;base64,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) 6 21, auto;}
99.145299145299%,99.9% {cursor:url(data:image/png;base64,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) 6 21, auto;}
}
div.testarea{
animation:rwdcur228570 3.9s linear infinite forwards;
}
