@keyframes rwdcur6076 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoUlEQVRYhe2XW2gc1xnHf+fM7MzsSqvVxbYs2VIU2bnYjuPaqGmhF1pICW4IISTgJJBLoS9tIH0KgbYPfSgtNJSWttAHp7QuFFxKU1JTtw8lIW3SxCSOg+3YQZZtnFjySpa1WmmvczlfH87Ikox3paav/mBmmBnm/P7f/zu3gbVjBPgZcAooAU0gAsrAh8AvgeF1tHPTUG3ejQGHgJ1uX4aer/WS35snuhpx7egsA9/cQvVMhbmjs4RTIcAE8BTwzv8rwAUOoXiy+/4eNjy8ifxYF8pRSCzM/X2W8lvzjPxgGzqjwFEkiwmXfnSR+X/OARwGnvi0AnLA8WBb9u5df7wXEaFyahFE4W3IYJqG2VevEk6HbDrQj8QCWpEsxgTDAf5gwPi3z1I9WRkHdgPhWgKcGzI/7d8W3Lnj0D0oV5HUEhxPoz2FRCCh4BQc/KEAJ9CQCBIL0WyIxILbk6FzTye1c7W+aCY6APzqfxHw264vFL666dF+rh2dJXt7FiUgMUgkSNNgIoP2NI6vkQTEACLowDYz/0aJ+ddKDL1wG8li0lefqG8H/rKeEuzzBrzju4/sRUSY+8c14nJM95d7kNBgGgYTG2t5DJIIYgSMXBcBinA6xOlw6NzTiTfoc+rBE0Qz0V7gg7UEvLvzT7vHgpEspp5g6oIJjc06zZxEbBmW4IlYbgq/3qAGlKJzX57yv0tc/O75CeCOVgJcYKs/Eow1LzeRWMj0eavhcQqP28AF0KCUva2cWeSTn18imolwCs72pJx0AQs3E6CBxzc/PUDn3k5MKEhorO2hQZLU8httlxsMVBbenGzwyU8vUTw4BbFwz1/3MPziCMDz7RzY37e/DwCv18U0EkwEEovtfLEFSyIgLMPT5MNik8qJRSonFhEDHXs66H9mgOztOTCQ/2wB4AHgh60EjCpYtj0UJDar6i0JYFKqQDQTUvnAQpO6Ib8vz+ZnBwlGsyhHoVx7SNOQ6fegzVTt4qres984QzDkk9+XJ7erY7mnJ4IkCoxNXQSKv5uidrZK/r4CGw/0E4xm0Y6dEVfCS6+ViGZD/EEfoKu1gFgqw9/Z2lU7V0M5QGzrrEw6zo1J627r3bt/A71f78Pr91Fa2V6vV8NVRhEM++hAI5Fhyb9WJZjp2JEb7Nge0JhsWvtTyxXYzJW9Igqv37OdbiXcXQ3XGU1+rIDb46IUFH8zVWwlQAPvVcfrKGWBkhgQUAhKzPXnCkAJKEFpZb9cytpZDVeeRvsK7WmqH1UBTrYTcLB4eBoTJ0RzEY2LDQtOu7tCrAgNWmPrrVMHluqeWQ2vj1dJKgnKUUz/oQjw61YCVHou3fHSaLdGcLIatELM8pCTpZNSiNJ2BVEp2NVp9hrt24UrCQ2NC3UyvRk+evrDCpBv5wAIP57+8yz5XTn8zR5KDM2pBjqdYLQizRa0K2gHtAvatc9URtkVMzYoX+Nt9Ch8vsCVly8D/KIVfFkA/GTh7YVi6d0qOlDMH6uwcLwCGAvXoLXYq2PLsATXnko3JlD8/RXqEzV0RlP+T5nyv8pzwPfaCVi5HB8pvT7/raRhtHYUmx/rgwiUUpimHUXa09frrlPb47kIJ+fg5Bxyd+W4engaMcKFF84Z4EvAlfU4ADAOPDLzyjXjbvTwujMEW32cDk3jcgNTT9LsoXK6Yj92ACM0ztfQniLY6uNt8bjw4oQBngHebweHm+8J7weOdNyVDbZ9f8gCpiLyO3OYSIgWYs48d557D+9AZ12Up6ieq5PUDJMHp6idrobYPeEra8FbCQDoBf4G3OdvyeiBAxvp/lwXbsFl/tgCM6/OcedLo8Q1YeFkhcmXJ2leDA1wGngI+Hg98PXEZ4A3sP8CCXYwrjwS7D/CMeCLnwbQ7r9gZWjgbuArwFB6Pwm8ic16zd3vrbgVt6JV/Bdav6yc5xPeAwAAAABJRU5ErkJggg==) 12 12, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 12 12, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 12 12, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 12 12, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur6076 2.6666666666667s linear infinite forwards;
}
