@keyframes rwdcur159595 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 7 8, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 7 8, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 7 8, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD4AAAA+CAYAAABzwahEAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRogdWaoW/rOhTGv1xNA0UPTQ9VQ1V0wVVgVfBUNFUDg8aFF03T4EDBQPVQVT00WJw/oKqGqguqQGtgioqmoqloKGDED6THc1K7TZw0yX5StNZxF38+x8f2cRwhhIAljuM4tr+tmzMAsGl/gf5qBGeAWYTjOHkEZq3YCC85M7mrOgSOuLQAAHZ+IQu8v/7WVuQf7/A/t2oH1dYJxgcLIQRZ/IBwQYJNYk3sOuFgG05JEeGCnV/kFpzmYftysB2n4ofl70oRDQDji19A9vhQGjbCSxNN1CE+r3Apuu+6pTakavG2rg4ApYuvkkLCgVh8WR2w+ocBFVn9zPaHyzBE33XR++MDkI1O3EvX5x/vuOv2Zdk0WCa+V0keiwt1kQIAvT8+otU8UUYCl2G4V6YjXa8qrCxOiw8S/Tq+xc+H/wDEKzj/cwt8AAiT9QEAwTIxIzxsX8A+3kudJbJg7erE23KBy/4A0WoAAGj1ruU9srL/ucWEXQEA7v3nuFNS8J348cUvPGxfBE68qLEKbtJ6AC77A/n5bbnYq6OKBoAJu0rcU//yj3fjkCibPEtWId0Y2Bvbb8uFdHcdr+Nb+XnBw9jyGpRnNMvi6QBHkOgoiuRF34nL/gCX/QHu/edE+Q4HgKN60ynJPcb9zy2iKEKr1ZJWJxefsKu4XBGt1ktD91NUsmE5y5J6IrdX0TV64LkYeG6iXCc6Ws0TdXbuffKApuLoRB0iiiJ4rgcA4CEHgIQIdSyrgY94mk7x++5Ofm/1risb1yo/gDj1dOzS4bme7AQa+wseyrGsQxWtsvt9dZsUJxsAktYm1pu1FM3OL3DvPyemNaLVu07M8XWTOaqbROtY8DAhvtW71kVx6eZElVbPOqZEp93ZK/S6cUf4vm/1cFV0aho7+VgvtGTlQRzcGPvamfm+D7WTeMjhuR55BwkyWbWy4JZVuLPerAUA6CxPHQDEnZAWr/t/AGSq2bQoOiV5e9goPo1p/BueKQ7cOwm2D5KueqwTyNWJlMvXhm3qydldhywLABgOh4nvu46q/eCtaM5NiqcIn4YHfO9eE8QXTjYCX+7udT25jFVJi9fVqZrCGRhCFacTNhwOZXna/eugjCCTWNyQ+NlslqhEAU6JCbUGuKIPl9ObKjhtUR7wdBCsPaoXRdDFGBNRFMmLMSbLEHuF6LQ7VL92SgluJmazmS7D8u0RbTaSFs9yNcnqhS3eZiNtuboNvZnoc251Usp0RuK9bhc8COB1u3CH/+JmMgcPAllvvVmj0+5Qvq7SHFsa6zciSOzGfwQQizbBg0BanYe8EeO+1OCmWtcEpZt32dfaxnoh4Rv/EW02Mlqb3J4+A/p0cx1YvQPTZiPp4gQJ03XCxn/Exn/E6/gWT9OpTTsbgXG6arORuJnMxc1knpjqJuwqUS9azUW0mtc6rRWJqoJOQQde/PZD+tAwfZ/qvI5vcdkfULq5lsheOLiRqPiMPA5a6mmKiTpFAyVFddOpiQ7l7YlaNyonXasTCx7Kv4fO0Kuk0BgHvg4JVas/TafGg3/llPVbbk1Fp90RjLGDGxJ1a6puV9GATYrNWl02mgdcfya2W5LSQYPnesZkZF1YbVLUVFMT8mc25H6JV5dfU1GPk5pM6VH92AFDU8j1SmeWMzOi6R1gnYg45uZ0akpoOqLWREQu4ZRBOXRfRRfxibqTEXl6XKSteOB/CvVlAWD/gOE7LWL2FiNHFiZZMq+1kcviwNdrH2kLAt/LijaNPGapbyH8f4QI9+j2K4AMAAAAAElFTkSuQmCC) 7 8, auto;}
}
div.testarea{
animation:rwdcur159595 0.6s linear infinite forwards;
}
