@keyframes rwdcur194126 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACE0lEQVRYhe2W33HbMAzGf+z1HfQEZCaQMoGSCdxO0GyQdoJmg44Qb+BuEGUCRxNYmsDkBOgD6T/NWbIU51HfHU8nEgQ+gCBAmDFjxkQ8iWgJ6kElD5tHCTpVnxkruC4K/dU0AFR5owAR2AFd/oYsHyfovog/RaEW9CfoasDLCrQAdTkin2L8yXstQdfOjVZoMwl/LYlnEbWgdVl+RJE60OoaEj6HvW89BBT6IyP5SIZsfOlbWOWNP5w7u95u0RAsKQ3lrJEbUnI+DJD4OkCACrjtuv+yebdDY3Q4V+aZjpT7JhsJB/k3MBZ012dkiMAOKN/NtVur1lQEDdR1Q4wABWBJTgZAFeKBhCPFaDKBDhARiJF2i7ZdwUvdEUJNCKcqlycmlBT4oLABolkwnAS9BABichF/A1XVYG2uLiYVISMAPhMQRAzGWJwraJoF4A/FajIBC7THX/P6mlz0DsSSyATw/hYRwdoFxjg2m46m8YcjCEApQh2HaJxBle/w47sIOocC6ixaeHS5VK0qVWtbTaE/Yp2L0bO1H6sFDvRbzxFaQUVQkVahPSvze0QdGMS+w/VVsxSNcHbtJXfNv1V1XTl22YspzaUGXeZxlfFTEi73/kuyb2WpdxNCP7pne9DA8aYXaQ6bRxRhEyM1cC/CKsZRuic9GvYvnv0DZN8lYiZ2B3wHHj7zMTKExwvdcsaMGWPwD4+r4Sz2vP7SAAAAAElFTkSuQmCC) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGElEQVRYhe2W0VnbQBCE/8uX910qOFGBlAqkDuwOIBVAKohTgaGDdBCnAkQF2BVYqsB3FWwe7jAkWMbCfLzE8ybt3szobjUSnHDC/w43dsFM1doQ2AA9YM9IFOhGch7c/KuubXZ/Tw9UWUxyLQAxiWNP16MfbhDX3puCXYLdJI2dmIDVYBVYsadvFBqwEmw+grDKJupjTcxVrQRbqI4m8tnA5BgTAjbbQxACBn6w7sGaVwx8Gipcg30BmoF6t8ZCUNL4yU4RRxrIqz0mPg8VFsBFMvDXNG82WIwe76t8p88yLouEbX8HTtI8DGLQQAdMq4ofy+XTvbWauppggbZdESNASXopH19AM4hbE4+V0QYUQCQLY11Xcve7J4SWaPEZ6YR0DGSpcyAYPADR6R7xvQYAur4HoDiHul6hms/DpRByAlBkA4KIwznF+5LV6gwocICKkLfrBQbTKgcPN896BOysABUQB06h61pEBNUznPM8PPTEWGzXeLDbqmK6XI5LxgZsCvb9nyP0HhMwr1hZYJOJWV2bqXaWtv4JczAFW7w1C4ocv7tqqpgIJtIZdC962hxE86I4Lg2bvBO7at7z4qkfcfle3wPJaVYlslcJ78CuwPyB4gcPRg0WgBXpc1wDt3n9zyy2FmERIwrcH8g9ajKblDL0pKDypLyIwIaUABfAtxG8b/5puM5mHCkLv77nD8gJJ5zwkfgDbxTXSxSbeScAAAAASUVORK5CYII=) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVRYhe2U0U3DMBRFz0P8v5cJbCbICGUFJoANGAUxAWWDjtAN2kxAMkHsCcyHXaiQTNv0AyH5SNZzZPve+yQ70Gg0Go3/TAgkcOkajZulB8eRFIIBEdDFIeScTWtI1vfMMbKfZ6YYSUAoIwKp1GM8sD/hUV3cQPpQZYiREZiL2QQoYGVI+f5Zj5mAbcWrGuAe0q6Y+FK7Ug8GtcMGqComggAhBJ4q229rARTYkLt+AFarrBzke10U1u8vlHuAqiBiONczDB3PeNbAa83klya+eIPUlfkj0DkwAzUQgXHc5m6tQ8Sx20346LnLDZzUP+sSHuMcKUw5hBn4PhECDMNEfhV2kebFAQ6YkvLbG4kRwC/WWoxzJAhX/YgajUaj8ed8AlDHVGOFKIaMAAAAAElFTkSuQmCC) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABD0lEQVRYhe2U0U3DMBBAnxH/d5ngsgEZpSMwAhvABqwAE7ACG5RMUHuC2BMcH/ZHkGjVtJUQkt9PzpHv7p3sBDqdTqfzn8kZB/NratxdmhgPeM4KFEAulrjfmrAseCmG2dTeJCADoUnksKXeyc0f4EEVmyaiO3OMHFIiU+fOgLdnaXFpubKqMwLzkV5HBZ7BI3W+pTXJqyRtTbSt17GKoCGAO5Sq9LJVQMFHwIBh1TAAXzsQqfHb+2ubWxAJhKA85cefQsBuq8BvCPhgoAqiEALE+ImIoDoQgrHfJ0oZz667SQDADE8JTKvI+ODkDPOcqF+F3u4SnkIFr9c+tmM+f+qbYYZDvupH1Ol0Op0/5xtMkFXxDpvjQAAAAABJRU5ErkJggg==) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA/klEQVRYhe2U3W3DMAwGT0XfRU9Ad4Jkg3aFbtgVuoE3CDxB5AlMTsA+RAaCoAbiuEVRQPeiH5j8ThAsaDQajcZ/xowAjT09nh4tLGfCTAAH8sMSz1sL5plwV1SPdWcCDEhVwtKvCZSzhKRXLIxhGHEP4AgIEFUkAvxuidUPPyAQQfoei6CYUcww90tMjfObea46qY7L+nMla1XgDWKuTZfApeA65DZQRXhRpe86MGMuBcx43yrwHRmi60Ey5ARJoJSBnDMiHSkpp9OEe7//CtZQJaYJVC4Ch0NgBuM4cfkrZFPPzQILIkQEQMEd4P5T/xiqBNiuh6jRaDQaf84XMWJjQuBsMT8AAAAASUVORK5CYII=) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA+UlEQVRYhe2U4WnDMBCFP5f813kCpRMkG3SFjtSROkI2aDxB5Ql8N8H1hyRwSm1ih1IK+uCQZE7vHg/b0Gg0Go3/jCoO0R/ReNp7MSVcVQADwm4Th60Xpgk3i8R4Lk9GQIGumNDu1wykT3HpXlBXLpcBMwfOgABejLiD3W1isfEdXIuszdafqPnXPp3VCKSVWYsJfNSBIWRRs5sB3/cKBHIWtXpyPj3wtjBnNaoAbkW4NofZKmUv5dyHwKnveY4RzJiuVzrgdWXOphcGIEZcRxDJdTw5qjAMI/mrkE2amw1URHB3gIQZwHG31m5ixEEf+hE1Go1G48/5Ap+qXKd7iQQtAAAAAElFTkSuQmCC) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABFklEQVRYhe2U0U3DMBBAnxH/uU7gbEA2KCOwAd2gMEI3YAQ2qLpBNwAmiDuB7yY4PupUAakVSZEQkt9PIke+92JFgUqlUqn8Z1RxiH7NjJu5G1OPqwpgQDM74nbqhpxxs0iMXVk5AAqEEqHh1wMewd+BXS9IWKKu7PcfmDnQAQJ4CXHfYqe0J7gYdPbhK/gaWAHPPaR0R58OqDqmxnDmm80aivAYYSXkjS1GAF6A/RnXxQCJEUIgq6KqJ82gGrCROhe9Aonj2XTAbmrAEnzxTTYWja86GhaLdAG0QNs0tGY8TA0YuAfP8OXtm7JRyr0MUhFaEcgZzFj9YP6kL3aMCO4OkDADaGfPmk2MOOhVP6JKpVKp/DmfxY5tQtyFxb0AAAAASUVORK5CYII=) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABaUlEQVRYhe3T0YnbQBSF4W9C3mdcgZwKrA6cVLBsBUsqsF1BcAXrDkIqSDqItwJHFViuwJoKJg+SwAS82fU+hIB+GBDMnXsO514xMTExMfE/03UKVXlLj3e3PmxbpesSMuLNJt6/tHBFecLPMzlXqqpGQIsOocAuFnK27i/fZuCRssVykPpxTFJY6kpnv2/kXFAjoaCzzq0VvqdUQtc5YvOMmasXXykbfMH9kbZdOLYn3anIJRsz325X+jEYTGR9Igc7Wd338u2K1tUEAu4G95sPynLZSIkwtIlx7DgfRKMYgxCSqlpompm1eXgcRvfqBHaUerHwq2mcse1ry3zei49m2nYvxiilmRAqh8NJzvOwphzwhIdnErhqYE75iIhZSqAr/YJdrnw2Tr8/J5z1W1EPZ3vLDlxQqj8Kx0kbRNNoFBXqlHyqa+f93v1fNF70q4w8UE6D2Pg4DgZmF9+fX9l3YmJiYuKf8hs3Q3wvBerg0gAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe2T0W3bMBRFD4v+82kCyhOYmUDNBFY3cDbwBnE26AbuBskG1QayJgg1gcgJXj4oA0IACUnzFYAH0BfFd48uKSgUCoXCdyZGFJx+ZcaP/9n0CBpe0RgFSIDVM3xJZJM2D1cPOk1oCKKqB1U9KHiFWkEURB+t1c57vXxQyGwtnkCfgSNwZy3+anBVQ5giIYykBG27J7egQAQCnkQLNNYypMRpI+fn2sIF9AT8Ae5fIYSaf91IHDuSpsXnHWYBZokdVyJXes4p8Yvc4MuKxKoAgAcewLBDm2ZABMw8xgLGAtSzgMVagzGCc3uGoeJMbV5Ap42M1WqeRXRUpUuJm70FrWqwFsSAEQihw1qLSIUxjr4fSak2txb/kg9mWMlaFTiCeufwux1d36Mp8QTGOTSOIJKfeq/ECMMwEqNwQRiAK9ABTZ6Vm/yMAIAHdYC827C83svrl69gfr8G7kXYx8jvjZxNgRsCegtdCuSTh2oOFcCL0HrP1HWbwZ8SeM9xUcJSYOt3KxQKhcIab84GnwBuz6JfAAAAAElFTkSuQmCC) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBUlEQVRYhe2V0XHbMBBEH2byD6gCUBWQroDpQEkFViqwUkHSgd1B1IHjCiRVILICkRUQqGDzQUiRHNOSFU/yw53BDAng9vaAwx2MGDFixH+GucboG6gGAmATiQOWV/BdbPAD9ABEIE8OAVqgATpgmtYC8HRlcC9iBipBS++1Au3nQ0DgD/8FKAfdpvEuzotEtn5G2OxQ0ziBE9iTNQ9agO7+VsQt6CNoe0TUdahpvKSZpJmgEGRJiDtxuCqKsyfxYWjhJ2gO3AM36T6bnZMzJUGB9bomRvidEaK/fQmiAdhUFYW1rGNUO5ATgwJUFNiq4guY/rhzVk8tIayJikdhzehTkyRiCgTBlu9EU02nWlYV7VtPoA3hQJtNoSxrnAOT4rCAsQBZEmCx1mCMw/ucup4AGaHrXn0OgwKstceXZzabPsTMg3NgDRgHWXaDtRbnJhjj2W5b6jo7+Awh0F0jgBgpgM3prBFoV/cinIM8LwkB6rolhAhkJwFXMXIVFun5ZQNZ7CyyFlnbCJoX9zym+jG/9jnOQZ9AfoDAe9Qn3J9YJdvijPNXy2UJmqRvcXl5fQA90pfpe+DzK3ZnCbP+BHBp8775LJ/ZLkE7oEpjCtydcX6RgD321zBJIkiiIn35CfRNqQDmec6iri/ifnPHyvpSd0Lgk7DSOb6G8H5dcMSIEf8CvwB5kNjZXZyOAAAAAABJRU5ErkJggg==) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur194126 0.66666666666667s linear infinite forwards;
}