@keyframes rwdcur191093 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHSklEQVRYhZ2X729T1xnHP/fk+tq+NsYxjmNCCKkhEFKa0kCijHaMMkIGDesPpEnd9qaqOmnSpGmvp0nbq77eH9CX06ZpUifUdc1gEaNRmhIT0iQLaQghNSGYEHnB+Mf19eF4L3xjHAekwFe6kn3uPc/znOd5zvd8j8ZzIhQH44jW3MfAyUaamovY1ihX5gRiMkAwCdiD2tiW7WnPG0DEIva++4P3vJj1gHSGjWGG7ngxRwRiblAby23VnnjWi0aF2F+q1/tL3ZWx9tIOf6/7+z1ezIYq5wDqCL2NHjwngZb+UrcO0LCCeKnk03eX3KLaTjX02oEdswgRIrJdq2/3Yppp1hJvlA4u+fBnXqErCDTVOAdQbjwiQHDvKisxiVxqlHi0Oq1dRw/lya2mWF3oL3WnqCnRhgBCIwh9H4d+WvfhgBvPNkAVsY9e5LMFgYh/QzwXIWrtprU2c6KITZZMEAh+y/T+83U/eztAsBVAodRVhm+mWB0KEZ7uL3Vn1oPYYEi0EPl53Uc/duPxAjYgXRjuPgbaClinBSL4DfEFibSduQIQEqnPMRPMkjHz5NJ9DJwNENwHWIAlEHYvx1+VyDMK1QF4Kj7XfzSsIIxdda0uDB+gquKSGkK8QtcO4PBOmpdGuXJbIh9K5AOJfJRgwbSxDwvEtEQSIFjvOK9GpoPOoI7eC4T7S91iQwnqGjThwjB5OoRCGcABgbjqwz86xXgv5X7YC4QF4hJwETBrS7tuQ0f3AAeAMLC8IYBSqaSKmp2SSFtHF1VZ0Eso+R0LLTr6MuUGTAA5oBWYcX4ngKW7JKJttKe9mCHHhnIyrd9izvRipgRivXyqUoL7AtVAdGmEy7cKWCiUrlB6AUvMMBkUiGbgNpAZ1MZsx+EocAkYBuYGtbFMO4eWv2b4RpbMqkQikUYRm+9YUECrQNwEVtcXuCFVUZrWgPg1RoOvcnTHY6Rxk9lmoFkgRoA4sAbgdLHtPNWw9hAbGWbI30Hn3iAhM8FCwMJq9+EfBkaA1UFtTEEVE3aWdvr7GAhOMo5AhIEuoM1J1S1gHJh1MvCUEj9Bf6nbAFocGy8DHoW6E6Vp4RHpRJ7cHCAHtTGlAZwrvR5z4+nZQyy6QtKeYXI+RDgpENJZYcZZubVVnnfYMAAE8uSaIkR7dtN6oIClJohfz5O7HCG6pEUyNL/v++AnXsxGyg0mitjZrxle8uEfBRacmr8QGlI0vVnf9+sY+3t40thqmKFRH/5PRZ/vrZNezB2U960EbBeGt5fjEeAYEF3fsy+CU/VnBlrZd8ixn3Me+xgnuoDTYhctLTyF250JUcpb7Wn7ekvYRctLzvxaHxLoFkXsWsZah065CSOA8aIBFLHzPOGCCgRCBwLi33w+5zjQnY90QF9kfi8QopwyxQviIp+NP0ZaPGFIA/DfJaEAW/gJTIwxcjdPTkokeXLMMh14yFonMAksspnXt4wI0fgQX3yZJ7ckkbZEWreZX7nDYgiY0fpL3YZCdXjwnAgQbMuSCWbJmAIxDQwCE4PaWOZFA3A4IbZG6nQ7hw5KZGiFpEcg5oFBzfnIBJqBGBB8RDrn/Je3it/GD7u6ZylzwJZL0VSq072YPTtpbsqSWY4QTVM+vIKUuSUBLFaY0CEO43p27PAPfWc+jhBtB8QaqcQQX/ypg86/AcmtcEKjovV72g8+2kOsi3LtM9NMfJUn9/k2AsuU+8oC7A2itCFJ87nG8/+IEO2sHs+SWfwP//pkJ81/ARYHtbHaLVVBeA7ztbYjv32NnndEufElYEikdYG/XojS9KkXc2Z9IZWtEcmgexrdA7XOAbyYrW/yo9eBo5Tp9Zmob9ve1UHnUcf5OrnldHSjk64eL+YbPE2Q+Hw+fRuBtmcZdsTKy8DVRhv/W67zH4YItz9GZq5w6WKQ0GUdPaVQUYHwsJl47DCRcJ7cQYmMAMkNGcgVs/b94r1rzwpginEBmP9louWs690/hgj/QiBOuTAGTnD64wckfwnEbjCZKGCl2Uxe5k1mUza233knNgRw30DVueqGR7h8odZ5itX5LBmzgHWvlX3nGoie1tF1gbAFQrkwIr0cPwUMHKTTGmboS4nMAH4ny/4CVi7NWoBy96/hkFtdtaNjvz+af8TDu9NcN0x89QWs3DVGpx9w3/KzbXQPsal9HHhPR28AClVTH7vxuD14cmnWEjr61F0SKk9OK1Eq3GDqf/PMGtupvyEQ/wRuANatPyxvOmTsEOG4F1OmWJ0SiL0+/MKRUSMZ0pYX03ZhbDodFapyL/BiTijU37NkVgpYBwB/kNBXlCXcOFWiZtPd0LlCmZSVa9gpUwpYuceS0hC/OsM7v2PjGRFcYC6+QjLtxvMJZZ1oUT5Lwk7N08CK47xCaM+8nDrbZH2lFXV7h8X9YSK/6eX4WYFQgLFCMjnHjOXDPwL8GZgc1MZsZzEVBQyoWkX13Lfj/lK3B+gATgHdlHnBpqwXL1IWrqmtSrf/A/NO1Gg8fjlGAAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur191093 0.8s linear infinite forwards;
}
