@keyframes rwdcur160004 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVR4nO2bTWgcZRjHfzM7m93Z7FdmY3YTk9hGU6K2HoKf2IpSix4qAWsVP1AUpFQE8aaXIFjopQfNQXtSFD3Fg2hF0baYg8VDqSCSqGn6kY820WyzyW5mZ2cyO168JE0rovs+2swf9raz728fnn3ffd8fr0bjE/zD57V/heIK0Rv54f+HGKoG2jewk3eee4QDwyOMXrzI+blLmDGdLR2dRJs0xiYv0G3lKGRTLFQdDn9xTAmXsgJsSmV5ZmiY8d8uoBGhw8pyYGAnW+/r49uvT/H2fIlieZGq5xJPRFRhqSvAay8+xI79h+hOWrz5xIPcvHsbQT4PZYf7n3wAvR5wfGKG+VKFiLrvr64Ab314lJZMkuHBF9Af3gqjRZ5/7A3MSJRUMgGaxk3XWTzbfwu55jhDn36jhKuhM+yfWXcV2Lv9DmqeixEzMLU4H498d6XnG8qorAPWpiOXwUomWajYVFxHCkPJMqiteQGwrbud5ZqL7Xrkkum/fH+jItYBx0fPUCpXWLZtegp5KQy5ArQmTLKmSaY5RlwXw5ArQMpM0JVrJopOIR2TwpArwE8z04zNaPgEdFotUhhyBchnUjg1n2rNY65UkcKQ2ww5NY+KbZNqNnGqnhSGXAfMLZYxIhql6jLpdJMUhlwHfHXwZV7atYNCqoW2bEYKQ64As+OzWKbB9VYK16tLYcj9BAY/P4Yf+CSjKfS6ii3J+hHrgLK9Qs3VSacNis6SFIbskdjmtgxdVitLlWt7M7Ru7trcibtSZ2xqiuKS3P8AsTngzOICpUWbyd8v4Xm+FIZcB0xeLFK0y3h1n96uDikMJSdCaxMA1I+8i9aTY+LoD/T0FNB3vyLCJDcJtjeD7tPTv4X3vjwphiE2BxwaOsLIz7/S3WZxe+8NUhhyHXBqcoqlWhXTiBPTo1IYcgU4N1vEQGO55vL96bNSGHIFyFtphp4a4PDg0+zp75PCEFwFfvmIIJ9HLzvgeGi9j4owiU2C2kpitRkSilgBHt93kJrnUo4ZlJ0NeCK0kczQurmKGVKa0AxJDRyaodAMhWYoNEOhGQrNUGiGQjMUmqHQDIVmKDRDoRkKzVBohsQwQjMkNXBohkIztHHM0Lo3Rq5ihtbm2rwx8l8xQ8o6YM/2O/E8j7333Mb8ss2JsXOr7gyVqjbJeBN1Avpv7Ob19z9RwqisA+7t28TJiWlOjE9TD4LLzJAbxPD9OhXX4cfTM6qw1E2Cr+66m1rgEDMi3FpovcwMBXqAmYhgRg1cf0UVlroO2P/BZwSeRlMsylylytnzM6vMUDYWx/cDVoIq7S0pVVhyq8DfSHh7vJH5A0Ds0fHKBJ15AAAAAElFTkSuQmCC) 31 31, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur160004 2.3333333333333s linear infinite forwards;
}
