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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhd2XXWgUVxTHf2cIVkMQaUNqPrBBxYcgRdIgVURKn5q0grRvPmxr1HZbiikisogIElHqi7RaREORlkZT2tAIBklLoJIsQkVs6ldBJdZg/IgRbNw1aUL+fZgZdrLNJE7WFemBw3Jn9p7/754z594ZeB5sJZaMwYXvsV8E7wjmPVOAGHbBcGQ4ehNTO9bzTEFOYF/7AL6/h6kDzg3BWkFxXgHGYFU9pmwI31uw3hTEBPPzAiCY+y12JQzAcFSBqQXrS+cL5BwkpgLwvRpTK9Z7F+oFZQLnqQAIFiewkSeB8P0INnAHtggW5gwimNWMJaMABEAe3oetgsqcQC7CxpkA+P4NNvgXJGacEcGCA9jDXCAMR/uw1A3YK6gSFEQBKOiE5lwBDEc7MQlOCZZGysI41GyaYk8I87cxJTA1YfoVNACS63VRy1DUgp1/knb8CdNl0P2MWLYfF7w6ld5/6mPw6A90FOyLsEmfIPYhCide/hO4CFwDbnu/l4H+SBnwslCZwB5PtvJaTKnMCu8KNgte9zalWZHFQgAKfsA6JwPozoj3CmoC7TbboH4NdMXhaj1cWgJHgWUzgrgK65ZM8jD2ZQBiAfFV8TiDl7KegWHQd6BqOEHU7AjKvsQGswH+doOnBFW+eGMjj8fHkYTGQfdAjwIgN0GvwalIEAKnGw4HxTe4vS1B0ntZcdav55Yv3taGVkI78GkhNH4IfX6HXAO9AJ9FzUJ1Q6AMX2UAmrz0v3vmjCve3o7mzOGDrBBFb8DZUQ/ifbgeFaDwOHbWB+jIpHUrwIoVtPqrr62lKyTM8h+9eW0gYHnw5pQHhkG6Bh32x69kbt0AqKig2My9cPo03SFhfvsdxgBK3fGE17tpT6zF8HMDGgZ4OQsgnSbtX1i0iAUhIeYXexteyh2nQ/43uQmcZqxrU6b+5wUlAEVFbOvvd0uwZw8jLu9EewkO3PNKsMNlmBsJwIN4SzDkAWwPHLEv7t7NiIRGR1E8zm0zYrhpriqHpk5PPA1aCIcii3sAxYI6wTplrbK8nF3JpJsFCfX0oIMH3Q1oyBMfA30MA0DljACms9JSPj95EvkdEdwNH4A+csWrpg2Uo9WtXk3H/v2oFXQM1AADJbAXKAubZHkAKcH9bhjG7ZZ/8qDxP7J/AckXJ0mO66yEAAAAAElFTkSuQmCC) 1 1, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhd2Xf2hVZRjHP89lWI4hUWO5H9hQ2R8jJOaQHBLSX20lRP3nH7e8pV0jWoTIJSKIiZL/RFmEjZBiy0WNJjhkxSDZLkIiajoVNGaOpu5HYNu9bm3cb3+cczh3t3s2z25XogceLu/73vf9ft7nOc/7ngP/BWvCklG48A32o+A5wUP3FSCKXTAiMiJ6GlMvdv6+ghzDvvAAPH8RUx+cmYLnBeVFBZiHLTFMuRCed2HDKYgKVhcFQLDqK+xyEIARUQ2mLmwkXSyQM5BYDMDzBkzd2PBtiAmqBJF/BUCwPoHN3guE559j47fgbcHagkEEKzqxZBiALJA7E7BHUFsQyEV4dTkAnn+JTf4GiWVHRLDmEHanEAgjooNY6jocENQLSsIAlPRDZ6EARkTvYRKcEDweKgoZaNy5yJkQ5M9iSmBqx/QTaBwkx1vCpqGsCzt7L+X4PaZLoAlfLNePCjYspveP/BhM/4KOgH0UNOl1xEFE6cLuK8BF4Bpw0/29BIyGioAbhdoEdjffzpsxpfwd3ha8KXjSPZRWhBYLACj5FuvPBzDoiw8LGrPK7UEzYtu2MRCPczUWY6iujiPAE8uCuArb6/I8jCM+QDRLfEs8zuTQEJJ8n5lBHR2ooYFjhI2OoOpjbDIX4E9HPCWo98Tb2ribyTiimQwaG0PT0z7IjRto40ZOhIIQRAbhcLb4K05tS5B0X1YiO3bwuyfe04OamugF3igtpW3XLkYmJpyxa6AH4K2wUWhozUrDpz5Auxv+F06dcgR6e9HKlbycs0TZ1q2cnnPT9hL8Ghag9Ch22gPo8/O/B2DzZrq93Tc3MxCwzKbv3Hk9IGBT9uCiF4ZBuhEd9tqP+UPXAWpqKDdzOk6eZDBgmZ/PwTxApdNe8Hq35I21Hn5oRTMAj+YApNOkvY5161gTsMTqcvfASzntdMD/8psg0okN7PTzf1ZQAVBWxt7RUScF+/cz6/AutEfg0JibgncdhlWhAFyIZwRTLsA7WVfsw/v2MSuhuTkUj3PTIIoT5vpqaO93xdOgtfBZaHEXoFzQItiunF1WV/N+MunX/HnQJ6AO0JQrPg/aDeNA7bIAlrLKSj44fhxl8tyIf4Bec8Trl1yoQGt5Cvo+BHWDvga1wngFHACqgiZZEUAqcL4bZnCq5a8iaPyP7G+GTjK7t4tkbQAAAABJRU5ErkJggg==) 1 1, auto;}
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20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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43.75%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhd2Xb2hVZRzHP7/D0BpDIi/LbWJjyV6MCJlDakhIr3IlRL3zxbVuqdeQFiFxCQlCSfJNlEXYCCm2XORoQkNWDIptBIn4dyq4mDnS3N0E2+51c+N+e3HO4Rxvu9Oz25XoB18O93l4nu/n+f3O8zznwn8hmrHBOJz9BvtR8LzgofsKEMfOGo4MR89g6sFO31eQo9gXPoCvlzD1wolJeEEQKynAHKxPYMqH8NWJjWQgLlhREgDBsq+wC4UADEcrMXVio9lSgZyA1EIAvhoxdWEj1yEhqBY4/wqAYHUKm7kXCF+fY+k/4S1BXdEggiUd2GAUgBDIzXHYJagtCuQcvLYYAF9fYhO/Q2rRGRGsOoDdLAbCcLQfy1yGfYIGQVkUgLI+6CgWwHD0LibBMcHjkbKQg6atC5wJhfQcphSmNkw/gdIguWqJWoaKTuzkvWzH7zCdB40HZvk6LHhiIb9/1Mdg6gw6BPZRoUGvI/Yjyu9svgicA4aBa97zPHA1Uga8LNSmsFvzrXwjpkywwuuCNwRPeofSkshmBQDKvsX65gMYCMxHBE2h7faAGYlNm+hPJrmUSDBUX88hYM2iIC7B5vp5XsbRACAeMl+fTDIxNISkQNPTqL0dNTZylKjZEVR/jE3kA/zlmmcEDb75HriVy7mmuRwaG0NTUwHIlSto7VqORYIQOANwMGz+qru3JRj0PlacV+CPnJeV7m7U3EwPsLO8nD3btjE6Pu5CDA+jpUt5M2oWGltDZfg0AGjz0v/iL555D+hBeDlviooNGzg+O+tCbNnCb1EByg9jx32A3qD+uwCegi5/9Ruhv8A0644ccQG6uxGwLty54IVhkG1CB/3fjwZdlwFWQsy8hp9hoMA0v546xRxAVRWQ93l31xtrNfzQiqYBHskDyELWb3gMVhWYYkUs5h54mQzesAghcDqw/q1B/U8KKgEq4O2rXgnehxmX985YvpwDY2NuCXbvJgMsiwTgQTwrmPQA3gldsQ/vhRmBZkFJuGYQx01zQ00NbX19rnk2i+rq+CyyuQcQE7QINitvlTXw3mDoAjoN+gTUDpqcdM3n5tCOHaSB2kUB3C2q4IPvQbkQiK8bN9D27aQJDq6SRcvT0PshqAv0NagV0pWV7AOqCw2yQh1FRCXu/4Zp3N1yuwQe/6P4G37cMYpVjiYpAAAAAElFTkSuQmCC) 1 1, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhd2XXWgUVxTHf2cItoYgpS7RJGJDKj4EKRKDtCIiPmnaQmnffFhrWjWW0hQRWYoUiqVSX4pfiIYiLYmm1NAIDZJKoCUJhYr4rQUtsQa/skawcdekhvx9mJnOuGaik3VFeuCw7L3c+//dc+acOwPPgy3CepNw5gfsqOAtwUvPFCCJnTEcGY6WYerATj1TkMPYtz6A7+9h6oTjQ/COIFFQgFFYXI8pF8L3VqwvA0nBzIIACKZ9j12IAjAczcLUivVnCwVyHFITAfheg6kN67sJ9YJygfNUAARzUtjIk0D4vg9L34ANgqq8QQRTWrDeOAAhkDu3YKOgMi+Qs/DhZAB8/w4b/BtSk46IYPZO7E4+EIajbVjmMmwVVAuK4gAUdUFLvgCGo88xCY4I5sWKwhjUrpmgJ0T5m5hSmJow/QpKg+R6Xdw0lLRiJ56kHH/CdB50KxDL9YOC1ybSeyQ/BndPo/1g26MWfYTYhih+ePhP4CxwCbju/Z4HrsWKgBeFyhR2b7yTr8CUCU54U/CJ4HWvKU2JLRYBUPQj1jUeQE8g3ieoDZXbiwb1b0N3A1ysh3NzYT8wf1IQF2Hl3HEexv4AIBkSX9wAg+dynoFhUDOoBg4TNzqC8h3YYC7AP+7mGUG1L74F7o15omOgAdDdEMgV0AI4EgtC4PTA3rD4B25tS9Drvaw4q+GqL94OWgQdwMfFsGUt9PsVcgn0AnwaNwo1jaE07A4Amrzwv/u7J9ABmgrv52xRshSO3QdJaNUq/ooLUHwQO+YDdAZh3QjwBrT5p18B3RHbLDx0yAVob0fAwvDkhBeGQbYW7fX/vxJMXQaYBQnzBn6Dnoht/jh5klGAsjIg5/XusTfWHPilEQ0DzMgByELWH3gVZkdsMTORcBteJoO3LIYJnBase02Q/xOCUoAS2HTNS8FXMOLyPmzTp7NzYMBNwebNZIBpsQA8iOWCIQ/gs9AV+/KXMCLQfVADXDdI4oa5uqKCpq4uVzybRVVV7Ikt7gEkBHWClco5ZQV80Ruq+VOgXaDmZjQ05IqPjqL160kDlZMCeJyVwdc/e03ov04o12/fRuvWkSZoXAWzuiXQ+Q2oDXTgAGpsJF1aylagPGqRRU3kYaW43w3DuNXybwE0/kf2AF9BIKwmdxoWAAAAAElFTkSuQmCC) 1 1, auto;}
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79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur250871 2.4s linear infinite forwards;
}
